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IFN Working Paper No. 1307, 2019
Does Job Search Assistance Reduce
Unemployment? Experimental Evidence on
Displacement Effects and Mechanisms
Maria Cheung, Johan Egebark, Anders Forslund,
Lisa Laun, Magnus Rödin and Johan Vikström
Research Institute of Industrial Economics
P.O. Box 55665
SE-102 15 Stockholm, Sweden
[email protected]
www.ifn.se
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Does job search assistance reduce unemployment?
Experimental evidence on displacement effects and
mechanisms
Maria Cheung
a
Johan Egebark
b
Anders Forslund
c
Lisa Laun
d
Magnus R¨din
a
Johan Vikstr¨m
e
o
o
November 20, 2019
Abstract
This paper uses a large-scale two-level randomized experiment to study direct
and displacement effects of job search assistance. Our findings show that the as-
sistance reduces unemployment among the treated, but also creates substantial
displacement leading to higher unemployment for the non-treated. By using de-
tailed information on caseworker and job seeker behavior we show that vacancy
referrals passed on from caseworkers to job seekers is the driving mechanism be-
hind the positive direct effect. We also examine explanations for the displacement
effect and show that displacement is not due to constrained resources, but arises
in the labor market. A comparison between different meeting formats suggests
that face-to-face meetings and distance meetings are more effective than group
meetings. Despite the existence of displacement effects, when we incorporate our
results into an equilibrium search model we find that a complete roll-out of the
program would lead to lower unemployment and reduced government spending.
Keywords: vacancy referrals, counseling, job search, randomized experiment.
JEL codes: J68, J64, C93
We are grateful for helpful suggestions from Pierre Cahuc, Bruno Cr´pon, Marie Gartell, Lena
e
Hensvik, Paul Muller, Knut Røed, Michael Rosholm, Arne Uhlendorff, Gerard van den Berg, Aico
van Vuuren, Olof ˚slund, and seminar participants at CREST, IFAU, LISER, Stanford University,
A
University of Utah, CAFE workshop, CREST/IZA/OECD conference, IIPF conference, IZA World
Labor Conference, Nordic conference on register data and economic modelling, SOLE conference, and
the Swedish PES conference on Labour Market Policies. The experiment was conducted using support
from the European Commission. Vikstr¨m, Laun and Forslund acknowledge support from FORTE
o
(2016-00886). Egebark acknowledges support from Handelsbanken’s research foundations.
a
Swedish Public Employment Service.
b
Swedish Public Employment Service and Research Institute of Industrial Economics (IFN), Stock-
holm.
c
IFAU and UCLS, Uppsala University.
d
IFAU.
e
IFAU and UCLS, Uppsala University. Corresponding Author: IFAU, Box 513, S-751 20 Uppsala,
Sweden. E-mail: [email protected].
1
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1
Introduction
Job search assistance (JSA), aimed at helping job seekers search for jobs more efficiently,
constitutes an important component of active labor market programs (ALMPs) in many
OECD countries. This widespread use of JSA as a policy instrument raises the impor-
tant question to what extent such programs effectively reduce unemployment. Previous
evidence suggests that job search assistance is one of the most powerful tools in the
ALMP toolbox. As summarized in Card et al. (2010, 2017), both observational studies
and randomized experiments from a wide range of countries document generally posi-
tive impacts of JSA.
1
Despite the numerous previous studies, there are still important
questions where evidence is lacking. Few studies have been able to explain why job
search assistance is comparably effective. In particular, little is known about how JSA
affects caseworker and job seeker behavior and how this operates to the positive em-
ployment effects. This is unfortunate since a deeper understanding of the mechanisms
may help to fine-tune programs and improve their efficiency. In addition, one concern
is that the positive results for those who participate in JSA policies reflect negative
impacts on non-treated job seekers (Cr´pon et al., 2013; Ferracci et al., 2014; Gautier
e
et al., 2018). Since such displacement effects, which mainly represent a re-ordering of
job queues, have important implications for the overall effectiveness of JSA programs,
more evidence is needed on their size and origin.
This paper contributes to the literature on JSA in several ways. We present evidence
from a large-scale two-level randomized experiment designed to detect both direct and
displacement effects. We exploit rich information on caseworker actions and job seeker
search behavior, which allow us to study mechanisms in a number of dimensions that,
to the best of our knowledge, have not been studied before. We also analyze the
The evidence from experiments includes for instance Gorter and Kalb (1996), Dolton and O’Neill
(1996), Dolton and O’Neill (2002), van den Berg and van der Klauuw (2006), H¨gglund (2011),
a
Graversen and van Ours (2008a), Graversen and van Ours (2008b), Cr´pon et al. (2013), Arni (2015)
e
and Maibom et al. (2017). Two recent US studies include McConnell et al. (2016) and Manoli et al.
(2018).
1
2
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origin of any displacement by contrasting displacement due to resource constraints and
displacement of jobs. Comparing three different meeting formats further adds to the
understanding of the mechanisms. Finally, we investigate the potential impact of a
full-scale roll-out of the program, by developing and estimating an equilibrium search
model using the results from the experiment.
The experiment, conducted in 2015, consisted of more frequent meetings with a
caseworker during the first quarter of unemployment and included randomization of
treatment both across and within local employment offices. It targeted newly unem-
ployed job seekers at 72 PES offices in Sweden (one quarter of all offices), where each
office typically served one entire local labor market. We randomly selected 36 of the 72
offices to provide the JSA program and within these offices job seekers were randomly
assigned to the JSA program. The randomization at two levels allows us to credibly
estimate the overall effect of JSA. Whereas the direct effect is captured by compar-
ing the treated and the non-treated at the active offices, displacement is captured by
comparing the non-treated at the active and the non-active offices.
In line with the previous literature, we find that JSA reduces unemployment among
the treated. This raises the question what explains the effectiveness of job search
assistance. To study the mechanisms in detail, we use administrative data to follow
the actions caseworkers take during the program, and pair this with information on
search behavior obtained from monthly activity reports submitted by the job seekers.
By exploiting data on vacancy referrals for both caseworkers and job seekers, we show
that the key mechanism behind the positive effects of the JSA program is an increased
number of vacancy referrals passed on from the caseworkers to the job seekers and
an accompanying increase in the number of referrals the job seekers apply to. Simply
put, the caseworkers use their expertise to find and point job seekers to suitable job
openings, and the job seekers take advantage of this information by applying to the
jobs they are referred to. We also show that the increased number of vacancy referrals
3
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does not lead to broader search in terms of occupations or geographical area, but rather
streamlines the search process by helping the treated workers apply to the most relevant
jobs early in the unemployment spell.
2
We have also examined competing explanations. First, using data on all regis-
tered violations of the job search rules along with information on job applications, we
find no evidence that caseworkers increase the monitoring of the job seekers and no
corresponding impact on job seekers’ search effort. Second, using information from in-
dividual action plans and program participation data along with information on search
activities, we do not find that the treated job seekers receive more job search training
and support, and we see no impact on job seekers’ search strategies.
Besides facilitating efficient policy, this new evidence on mechanisms fills an impor-
tant gap in the literature. Previous evaluations of JSA polices have contributed to the
understanding of mechanisms by providing results for different types of interventions
and target populations. For instance, Meyer (1995) and Ashenfelter et al. (2005) com-
pared different policies, and found that assistance combined with monitoring produced
desired results, whereas monitoring alone did not. However, there is less evidence show-
ing in which way a specific intervention alters caseworker and job seeker behavior, and
how such changes translate into positive employment effects.
3
In addition to the positive direct effects, we find that the JSA program creates
substantial displacement leading to higher unemployment for the non-treated. While
the exit rate from unemployment for treated job seekers increases by 4.6 percent it
falls by 3.8 percent for the non-treated, implying a smaller, although still positive,
overall employment effect. We see no impact on wages, but indications of an increase
in the number of posted vacancies in the local labor market. All this suggests that
This adds to other studies on the role of vacancy referrals in the job search process. Examples
include Van den Berg et al. (2019), Fougere et al. (2009), Engstr¨m et al. (2012) and Bollens and
o
Cockx (2017).
3
A recent exception is Arni (2015), who combines a randomized experiment with survey data to
study behavioral mechanisms of an intensive counseling program targeted at older job seekers at two
PES agencies in north-western Switzerland.
2
4
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JSA is associated with equilibrium effects, which imply that the effectiveness of JSA
documented in many previous studies is exaggerated. These results are consistent with
the results from a small but growing literature on displacement effects.
4
Most notably,
Cr´pon et al. (2013) provide novel experimental evidence of JSA provided to young,
e
long-term unemployed college graduates in France. They find that the positive effects
for the treated were smaller than the negative displacement effects for the non-treated,
suggesting that more jobs were lost than found. We find more positive results in our
experiment that targeted a more general group of all newly unemployed job seekers
and offered JSA earlier in the unemployment spell. This suggests that the setting
is important for the overall assessment of JSA policies. Other recent studies finding
evidence of displacement effects include Ferracci et al. (2014), who develop methods to
study displacement effects with non-experimental data, and Gautier et al. (2018), who
use an equilibrium search model to study JSA in Denmark.
We complete the analysis on displacement effects by presenting evidence that dis-
criminates between displacement due to resource constraints and displacement in the
labor market. Separating between these two sources is central since the policy impli-
cations are different. While displacement due to resource constraints can be avoided
by carefully considering the funding arrangements, displacement in the labor market
is more challenging to address with policy arrangements. Still, this division has not
been analyzed before. In our experiment, the intention was to give more assistance to
the treated with unchanged support to the non-treated. However, since it is difficult
in practice to control every feature of a policy program we cannot automatically rule
out displacement of resources. By using information on resource allocation at the local
office level, we show empirically that there is no crowding out of resources. Instead,
we document substantially larger displacement effects in weak labor markets compared
Earlier evidence on displacement include Blundell et al. (2004), Pallais (2014), Lalive et al. (2015)
as well as Dahlberg and Forslund (2005) and Albrecht et al. (2009) for Sweden. Previous studies with
similar two-level randomization designs as we use include Miguel and Kremer (2004), Banerjee et al.
(2010) and Cr´pon et al. (2013).
e
4
5
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to labor markets with many job openings. Taken together this suggests that the size-
able displacement effects are due to displacement of jobs. It also adds to the existing
evidence that displacement can be limited under good labor market conditions.
To further contribute to the understanding of the mechanisms, we analyze whether
the impact of JSA depends on the meeting format. Here, we exploit that the 36 active
offices were randomly assigned to provide face-to-face meetings with a caseworker,
distance meetings using the internet or telephone, or group meetings. Ultimately, policy
makers are looking to allocate resources to interventions with the largest potential. We
find positive employment effects for face-to-face and distance meetings, but not for
group meetings.
5
This finding further supports the vacancy referral mechanism, since
we see an increase in referrals for face-to-face and distance meetings, but not for group
meetings. Our interpretation is that, since group meetings involve support to several
job seekers at the same time, caseworkers are unable to discuss vacancies with each
participant.
The evidence on the displacement of jobs implies that JSA programs create search
externalities. Since the size of the externalities depends on the share of program partic-
ipants, the reduced form estimates alone are insufficient to study the implications of a
full-scale roll-out of the program. Such an assessment can be done by incorporating the
estimated responses into a structural model. To do this, we build upon the Diamond-
Mortensen-Pissarides (DMP) model in Gautier et al. (2018), which was designed to
study the equilibrium effects of a Danish JSA program.
6
A key feature of the model
is the endogenous matching function, which specifies that the success of an application
Maibom et al. (2017) also find that face-to-face meetings outperform group meetings. However,
in their case each treatment was given in only one region, whereas, in this paper, we have a design
that explicitly allows for inter-treatment comparisons. Another recent study is Cr´pon et al. (2015),
e
which finds positive employment effects of frequent group meetings in the form of search clubs with
meetings several times a week.
6
Gautier et al. (2018) also study displacement using a randomized trial, but in this case there is no
randomization over local offices, only over unemployed individuals in two non-random Danish regions.
With their equilibrium search model, they conclude that increasing the share of treated will raise
equilibrium unemployment and decrease welfare.
5
6
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depends on the number of applications sent by other workers, hence creating search
congestion. One contribution we make is that we adjust the Gautier et al. (2018) model
to fit the JSA policy evaluated in this paper.
Simulations using the estimated model show that a larger share of participants leads
to a lower unemployment rate. Increasing the treatment share from 0 to 100 percent
lowers the unemployment rate by around 0.2 percentage points, suggesting that the net
effect of a full-scale roll-out is positive—despite the substantial displacement of jobs.
The program has a small negative effect on government spending, since the reduction
in benefit payments due to the lower unemployment rate is only slightly larger than the
program costs. Welfare is decreasing in the share of participants, because the program
implies lost non-market time, and because vacancy costs go up as the vacancy rate
increases. In sensitivity analyses, we also consider a model with a delayed vacancy
response to explore the fact that it may take time for firms to observe and react to
the new market conditions. This delayed vacancy model predicts larger reductions of
unemployment and government expenditures, and reverses the welfare effects to positive
numbers.
Section 2 details the experiment, and Section 3 presents the data sources and the
empirical strategy. Section 4 gives the main results for the program and displacement
effects. In Section 5, we shed light on the mechanisms behind the direct effect of the JSA
program. Section 6 compares the three types of meetings, and Section 7 investigates
the origin of the displacement effects. Section 8 presents our equilibrium search model
and reports the simulation results. Section 9 concludes.
7
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2
2.1
The experiment
Randomization
The experiment took place during six months in 2015 (March–May and August–Novem-
ber). It involved 72 Public Employment Service (PES) offices, which corresponded
to roughly one quarter of all offices in Sweden. The offices were selected in order
to be a representative sample with respect to geographical dispersion and size. The
target population consisted of all newly unemployed job seekers at the 72 offices, only
exempting job seekers who had been unemployed in the last three months and newly
arrived immigrants. Most local labor markets have one employment office. Thus,
randomization over offices implies randomization over local labor markets, facilitating
estimation of displacement effects. In the metropolitan areas with more than one office
we selected offices where job seekers were less likely to compete for the same jobs, e.g.,
one office in the northern part and one office in the southern part of the city.
7
For the 72 local offices, we applied a two-level randomization strategy over both
offices and job seekers. Randomization over job seekers within active offices identifies
the direct effect of the JSA program by comparing treated and non-treated job seekers in
the same labor market. Randomization over offices identifies the displacement effects
by comparing non-treated job seekers at active and non-active offices. To achieve
a balanced sample of active and non-active offices we used stratified randomization.
Based on a model developed by the PES, we divided the offices into sixfolds with
similar economic and demographic conditions. Within each strata, we then randomized
each office into different categories: one office was assigned face-to-face meetings, one
distance meetings, one group meetings, and the remaining three constituted non-active
offices. In total, this gave 12 offices per meeting format and 36 non-active offices that
continued with the baseline services offered to all job seekers.
We excluded the smallest local labor markets (monthly inflow less than 20 job seekers), since it
would have been difficult to assist job seekers using group meetings in these offices.
7
8
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The active offices randomly assigned 50% of the target population to the treatment
group.
8
Since the randomization within the active offices was based on the job seekers’
date of birth, we know the treatment assignment according to the treatment protocol.
We use this theoretical treatment assignment to perform balancing tests in Table 1.
9
Columns 1 and 2 present group averages for treated and non-treated job seekers at the
active offices, and Column 3 gives the sample statistics for job seekers at the non-active
offices. Columns 4 and 5 show p-values for comparisons across the groups. The results
are reassuring: there are no significant differences between the treated and the non-
treated job seekers at the active offices, or between job seekers at active and non-active
offices.
2.2
Treatment
Perhaps the most straightforward way to intensify job search assistance is to increase
the number of meetings between job seekers and professional caseworkers (see, e.g.,
Graversen and van Ours, 2008a,b). The program used in this study more than doubled
the meeting frequency during the first quarter of the unemployment spell. All extra
meetings were mandatory
10
, although only job seekers with unemployment benefits
could be subject to sanctions if they did not show up when summoned. The active
offices were compensated by central project-specific funding, with the intention to fully
finance the increased costs from the program.
To compare different types of JSA, the experiment included three meeting formats:
During the spring wave, the treatment intensity was randomly set to either 50 or 80%. Since
take-up varied across offices with different treatment intensities we had insufficient power to use this
difference in the analysis.
9
All the estimates presented in the paper are weighted by the intention to treat share, i.e., the
observed share of job seekers at the local office who would be randomized to treatment based on the
treatment protocol. This corrects for the different shares in the spring (50 and 80%) and for random
differences between the offices (e.g., one office having 48% and another having 52% treated for a
treatment share of 50%).
10
The exception was the distance meetings during the spring wave when we could not use telephone
meetings due to security issues. This meant that job seekers who did not have access to a computer
with internet connection and an e-ID could not participate.
8
9
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Table 1: Balancing test of differences between treated and non-treated at active offices
and between active and non-active offices
Treated
Variables
T
(1)
Age
Male
Unemployment benefits
Health disability
Matchable
Education level
Less than high school
High school
College
Place of birth
Sweden
Nordic countries
West Europe
Outside west Europe
Unemployment days
Year t–1
Year t–2
Year t–3
Year t–4
Unemployment spells
Year t–1
Year t–2
Year t–3
Year t–4
No. programs, last 4 yrs
Labor market education
Preparatory education
Labor market training
Subsidized employment
Observations
33.33
0.542
0.642
0.052
0.868
0.224
0.491
0.285
0.678
0.013
0.036
0.273
30.66
67.42
69.57
63.82
0.431
0.789
0.806
0.706
0.024
0.048
0.027
0.106
14,075
Non-
treated
C
(2)
33.39
0.539
0.638
0.052
0.862
0.223
0.493
0.285
0.667
0.015
0.034
0.284
30.43
68.49
71.83
63.68
0.440
0.800
0.815
0.721
0.020
0.047
0.030
0.108
12,463
Non-
active
offices
NA
(3)
33.54
0.555
0.634
0.054
0.864
0.225
0.486
0.289
0.641
0.015
0.036
0.308
30.98
68.25
71.22
66.14
0.442
0.793
0.819
0.716
0.022
0.047
0.031
0.106
31,240
p-val
diff
T–C
(4)
0.707
0.571
0.546
0.931
0.117
0.873
0.833
0.932
0.059
0.197
0.256
0.035
0.767
0.449
0.133
0.921
0.427
0.518
0.630
0.397
0.172
0.869
0.389
0.711
26,538
p-val
diff
TC–NA
(5)
0.637
0.186
0.747
0.602
0.936
0.878
0.690
0.844
0.399
0.547
0.857
0.385
0.777
0.914
0.868
0.438
0.793
0.972
0.840
0.960
0.965
0.983
0.370
0.920
57,778
Notes: Summary statistics by treatment status, weighted by the observed intention to treat share. Standard errors
in column 5 are clustered at the PES office level.
Unemployment benefits
is an indicator variable for collecting
unemployment benefits,
Health disability
is an indicator variable for having a functional disability and
Matchable
is
an indicator variable from an initial assessment about the job seeker’s potential to take a job on short notice.
10
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individual face-to-face meetings, individual distance meetings and group meetings. The
face-to-face meetings and the distance meetings were similar in many respects. They
added three extra meetings to the baseline services, which included a short meeting
when the job seeker registered, followed by a longer planning meeting, i.e., about two
meetings within the first quarter. The extra meetings focused on personalized job
search assistance, but we did not provide any detailed instructions about the content
of the meetings. Instead, it was up to the caseworkers to offer assistance according to
the needs of each job seeker. The basic idea with offering distance meetings—online or
via telephone—was that this could create greater flexibility, both for the caseworkers
and for the job seekers.
In contrast, the group meetings used a more detailed protocol. Since the meetings
gathered around 10–15 job seekers at once they were given in the form of seminars,
where each occasion concerned a specific topic, such as CV writing, interview training,
and advice for creating professional networks. The instruction was that job seekers
and caseworkers should meet frequently in an initial stage, with five seminars over
the first two weeks of unemployment. Thereafter, the participants were divided into
smaller groups, which were supposed to meet on their own on a weekly basis during
two months (not visible in our data).
Table 2 looks at the different treatments given within the experiment. It shows
the intention-to-treat comparison of treated and non-treated job seekers (according to
the treatment protocol) at the active offices, for the full sample and for each of the
three meeting formats. We use information about all registered contacts between the
job seeker and the caseworker in the PES administrative registers, which covers all job
seekers. We distinguish between
physical meetings,
which include face-to-face meetings
and group meetings, and
distance meetings,
which include contacts over telephone and
online using an e-ID.
All meetings
are the sum of these two.
Panel A describes program participation. During the first registration meeting,
11
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Table 2: Program participation and meetings in active offices
All meeting
types
(1)
Panel A: Program participation
Informed about the program
At least one program meeting
Panel B: Number of meetings
All meetings quarter 1
0.500
∗∗∗
(0.026)
[3.159]
−0.017
(0.021)
[1.176]
0.414
∗∗∗
(0.039)
[3.150]
0.002
(0.033)
[1.152]
0.418
∗∗∗
(0.046)
[3.302]
−0.034
(0.039)
[1.247]
0.707
∗∗∗
(0.052)
[3.019]
−0.024
(0.039)
[1.131]
0.619
∗∗∗
(0.004)
0.230
∗∗∗
(0.004)
0.601
∗∗∗
(0.007)
0.265
∗∗∗
(0.006)
0.621
∗∗∗
(0.008)
0.247
∗∗∗
(0.007)
0.643
∗∗∗
(0.008)
0.164
∗∗∗
(0.006)
Face-to-face
meetings
(2)
Distance
meetings
(3)
Group
meetings
(4)
All meetings quarter 2
Panel C: Type of meeting
Physical meetings quarter 1
0.318
∗∗∗
(0.021)
[2.262]
0.182
∗∗∗
(0.015)
[0.897]
0.376
∗∗∗
(0.032)
[2.287]
0.038
(0.022)
[0.863]
-0.015
(0.035)
[2.331]
0.433
∗∗∗
(0.030)
[0.971]
0.596
∗∗∗
(0.043)
[2.155]
0.112
∗∗∗
(0.027)
[0.864]
Distance meetings quarter 1
Panel D: Time pattern of meetings
All meetings month 1
0.193
∗∗∗
(0.014)
[2.115]
0.204
∗∗∗
(0.013)
[0.584]
0.104
∗∗∗
(0.011)
[0.460]
26,538
0.120
∗∗∗
(0.021)
[2.097]
0.162
∗∗∗
(0.019)
[0.585]
0.132
∗∗∗
(0.017)
[0.468]
10,567
0.155
∗∗∗
(0.024)
[2.176]
0.144
∗∗∗
(0.021)
[0.641]
0.119
∗∗∗
(0.020)
[0.486]
8,259
0.335
∗∗∗
(0.030)
[2.076]
0.324
∗∗∗
(0.026)
[0.523]
0.048
∗∗∗
(0.019)
[0.420]
7,712
All meetings month 2
All meetings month 3
Observations
Notes: The results are from a linear regression of each variable on a treatment indicator, weighted by the observed
intention to treat share. The sample includes the active PES offices during the experiment period. Standard errors
in parentheses, control means in square brackets.
∗∗∗
p<0.01,
∗∗
p<0.05,
p<0.1. Face-to-face meetings include
visits, Distance meetings include contacts over telephone or online using an e-ID, and All meetings are the sum of
the two, all based on administrative records from the PES.
12
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2585516_0014.png
the caseworkers were instructed to use an experiment-specific tool that revealed the
treatment status of the worker (based on date-of-birth), and then inform the treated
job seekers about the program.
11
The first row of Panel A shows that this tool was
used for 62% of the job seekers in the treatment group. The main explanations to the
take-up rate was that individual caseworkers failed to use the experiment-specific tool
and that some offices failed to correctly capture the target population. However, since
we observe the entire target population and for whom the experiment-specific tool was
used, we have full control over how the experiment was implemented. The second row
of Panel A shows that 23% of the target population participated in at least one program
specific meeting. Information about the JSA program specific meetings were collected
from the written acts at the PES. The fraction who initiated treatment was highest
for face-to-face meetings (27%), and lowest for group meetings (16%). Reasons for not
initiating treatment was, for example, caseworkers failing to offer the extra meetings,
job seekers finding a job before the first meeting, and job seekers simply not showing
up for the extra meetings.
Panels B–D of Table 2 show that the impact of the program on the frequency, type
and time pattern of meetings was consistent with the treatment protocol. Panel B
shows that the treated job seekers received on average 0.5 more meetings, which, given
the take-up rate of 23%, corresponds to about two more meetings for those who actu-
ally showed up (not adjusted for early exits).
12
We also see that the meeting frequency
increased during the experiment period (quarter 1) but not after the experiment period
(quarter 2), and that the increase was similar for face-to-face and distance meetings
and slightly larger for group meetings. Panel C shows that job seekers assigned to face-
to-face meetings and group meetings received significantly more physical meetings,
Participants in the group meetings were informed about all five meetings immediately, while
participants in the face-to-face and distance meetings typically were summoned by caseworkers to one
meeting at the time.
12
This figure is lower than the intended number of meetings, which was three for the face-to-face
and the distance meetings and five for group meetings. However, given that a substantial fraction of
the job seekers found a job within three months, this is consistent with the treatment protocol.
11
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2585516_0015.png
whereas job seekers assigned to distance meetings received more distance meetings.
13
Finally, Panel D shows that face-to-face and distance meetings were fairly evenly dis-
tributed over the first three months of the unemployment spell, while group meetings
were more concentrated to the first two months.
3
3.1
Data and empirical strategy
Data
Our analysis benefits from access to rich data. Here, we provide an overview of the
data records and then describe the data in more detail in the analyses. From the
Swedish PES we have information on individual characteristics as well as daily records
of unemployment status for all job seekers. The PES data also contains information on
all meetings between the caseworkers and the job seekers. We have access to wage data
on the full-time equivalent monthly wage rates from Statistics Sweden and detailed
vacancy data from the PES on the number of posted vacancies per municipality and
month.
Detailed information about caseworkers’ actions and job seekers’ search behavior
allow us to study the mechanisms behind the effects of the JSA program. For caseworker
actions, we use several administrative data sources collected by the PES. First, to study
monitoring of job seekers, we use data on all registered violations of the job search
rules. Second, to study the provision of support and training, we use information
from individual action plans specifying all types of support given to each job seeker,
along with daily records of participation in ALMPs. Third, to analyze how caseworkers
communicate information about vacancies, we use data on vacancy referrals from the
caseworkers to the job seekers. Finally, we use meeting records for each caseworker to
All treatment assignments were associated with more distance meetings, but the association was
by far the strongest for the distance meetings group. Among other things, distance meetings include
all telephone contacts between job seekers and caseworkers.
13
14
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study any reallocation of resources from treated to non-treated job seekers.
We are also among the first to use data on job seeker search behavior from monthly
activity reports. Since September 2013, job seekers in Sweden are required to submit a
monthly report on the number and type of all job search activities to the PES (e.g., job
applications and search channels). Failure to provide a report, or submitting a report
indicating too low level of search activity, may lead to a benefit sanction. Moreover,
for each job application, the job seekers have to report the name and telephone number
of the firm, and the occupation to which they apply, so that caseworkers can validate
the information in the reports. Therefore, the activity report data should be a reliable
data source for measuring job search behavior.
3.2
Empirical strategy
We first analyze the data the way it is usually done in evaluations of experiments: we
utilize the randomization over job seekers within offices and compare the outcomes of
treated and non-treated job seekers at the active offices. To do this, we assign treatment
status according to the treatment protocol of the experiment, and estimate:
Y
i
=
α
0
+
β
0
1(Assigned to program
i
) +
ε
i
,
(1)
where our main parameter of interest is the intention-to-treat (ITT) effect of the JSA
program,
β
0
. We then estimate displacement effects by exploiting the randomization
over offices. Here, the model for individual
i
in office
j
is:
Y
ij
=
α
1
+
β
1
1(Assigned to program
ij
) +
β
2
1(In a program area
j
) +
ε
ij
,
(2)
where 1(In a program area
j
) indicates an active office and 1(Assigned to program
ij
)
indicates being in the treatment group. The displacement effect is given by
β
2
, which
is identified through the comparison of non-treated job seekers at active and non-active
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offices.
β
1
captures the direct comparison of the treated and the non-treated at the
active offices, and the net effect for the treated job seekers, compared to non-treated job
seekers at the non-active offices, is given by ∆
β
1
+
β
2
. The overall effect takes the
share of treated into account and captures the average effect across both treated and
non-treated job seekers at the active offices compared to job seekers at the non-active
offices.
The analysis focuses on the ITT effect of the JSA program, but we will also report
instrumental variables (IV) estimates of the effect of program participation. One reason
is that the structural model is set up for program participants. Since job seekers may
react already to information about the program and such responses can be considered
a program effect, we take a cautious approach and define program participants as those
who were supposed to be informed about the program (first row of Table 2). However,
since only a fraction of the program participants showed up for an extra meeting (second
row of Table 2) our IV estimates do not reflect the effect of actual take-up of meetings.
In that sense, they are conservative.
To obtain the direct program effect, we instrument program participation with the
program assignment indicator, 1(Assigned to program
ij
), and estimate:
Y
ij
=
α
2
+
β
3
1(Program participation
ij
) +
β
4
1(In a program area
j
) +
ε
ij
,
(3)
where
β
3
reflects the direct program effect at the active offices. The interpretation of
this LATE effect depends on how representative program participants are compared to
the target population as a whole. Table A-1 in the appendix shows that the program
participants are similar to the target population in terms of observable characteristics,
which suggests that the LATE may be similar to the average program effect. This is
expected since the dropout mainly occurred at the caseworker and the office level, and
was not due to individual job seekers selecting in or out of the program, as described
16
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2585516_0018.png
in Section 2.2.
14
To estimate the net program effect for the participants, we follow the
IV approach in Cr´pon et al. (2013).
15
e
4
4.1
Effects of the job search assistance program
Unemployment
We begin with a visual inspection of the direct ITT effect of the program. As shown in
Figure 1 there is a striking difference between treated (assigned to the JSA program)
and non-treated (assigned to the control group) at the active offices: the unemployment
rate is lower for the treated than for the non-treated. The effect of the program reaches
its maximum of about three percentage points around the time when treatment stops,
after 3–4 months.
16
The immediate effect of the program is expected since the intensive
caseworker assistance aims at helping job seekers leave employment as fast as possible.
Hence, in contrast to, for instance, training programs there are no lock-in effects. The
figure also shows that even though the effect decreases after treatment ends, it is still
significant until the tenth month since inflow to unemployment.
We next estimate treatment effects in a regression framework using three outcomes:
(1) the probability of leaving unemployment during the first quarter of unemployment,
and the number of days registered as unemployed during (2) the first quarter and (3)
Not surprisingly, the picture is different for the job seekers who attended at least one extra meeting.
Compared to the full target population, they receive unemployment benefits more often, are disabled
to a lesser extent, are perceived as matchable to a higher degree, have a higher education level and
are natives to a larger extent. On the other hand, they have more extensive unemployment history,
with somewhat more days in unemployment over the last four years.
15
See Cr´pon et al. (2013) for details. Here, the IV scaling takes into account that the compliers ex-
e
perience positive program effects, whereas the non-compliers experience negative displacement effects.
The main identifying assumptions is that the displacement effects are uncorrelated with treatment
status. In practice, this means that compliers and non-compliers on average should have similar po-
tential outcomes under no treatment. In our case, the compliers and the non-compliers have similar
observed characteristics, lending support to this assumption.
16
Since the effect appears early in the unemployment spell, it may reflect pre-program responses.
The median number of days until the first program meeting is 29 days and the direct effect during the
first month is relatively small, so that pre-program responses are unlikely to be the main explanation
to the observed pattern.
14
17
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2585516_0019.png
-.06
1
Difference Treated-Non-treated
-.04
-.02
0
.02
2
3
4
5
6
7
8
9
10
Months since inflow to unemployment
11
12
Figure 1: Difference in the share of unemployed between treated and non-treated job
seekers at the active offices, by months since inflow to unemployment
the first year, where the last two measures include re-unemployment after a period of
employment. Unemployment includes full-time unemployment and participation in an
active labor market program. Panels A–C in Table 3 show the results for each of the
three outcomes. The first two columns of the table, where we report the direct ITT
effect,
β
0
, based on equation (1), confirm the graphical evidence from Figure 1. The
JSA program increases the exit rate from unemployment by 3.5 percentage points, or
about 10% (column 2 with individual control variables). We also see that the treated
have 1.5 fewer days of unemployment during the first quarter (Panel B), and 5.9 fewer
days of unemployment during the first year (Panel C).
Since other interventions for unemployed job seekers previously studied in the lit-
erature differ in many respects, such as content, intensity, target population, labor
market situation and evaluation horizon, it is difficult to compare effect sizes across
studies. We note that the direct effect in our study is somewhat smaller than effects
from experiments evaluating JSA in the form of early meetings in Denmark (Graversen
and van Ours, 2008b; Gautier et al., 2018). This is expected, however, since the Danish
programs were more intensive.
18
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2585516_0020.png
The findings in columns 1 and 2 suggest that the JSA program successfully decreased
time in unemployment. However, the overall effectiveness of the program ultimately
depends on the degree of displacement. If the positive effect of job search assistance
comes at the expense of non-treated job seekers there is reason to question the benefits
of the policy. We therefore turn to models that estimate both direct and displacement
effects, and report estimates from equation (2) using data from both active and non-
active offices (Column 3 of Table 3). As expected, the direct effect is similar to the
estimates above. Thus, estimating the direct effect using
β
0
from equation (1) or
β
1
from equation (2) lead to similar results.
Turning to the displacement effect in column 3, the estimate of being in a program
area indicates sizeable displacement, but the precision is low. To increase precision, we
therefore add data from time periods prior to the experiment, back until year 2012.
17
This strategy is illustrated in Figure 2. Each line in the figure compares the number
of unemployment days during the first year between two groups of job seekers. The
darker grey line compares the treated and the non-treated at the active offices, and the
lighter grey line compares non-treated job seekers at active and non-active offices (by
calendar month of inflow to unemployment). The dashed vertical lines, finally, indicate
the two experiment periods. Before the experiment there is no systematic pattern in
the data—the time series are noisy but stay around zero. In contrast, during the two
experiment periods the series diverge. Unemployment decreases for the treated relative
to the non-treated at the active offices, and, at the same time, unemployment increases
for the non-treated at the active offices relative to the non-treated at the non-active
offices. This pattern gives a clear indication that the JSA program caused displacement
effects.
These displacement effect patterns are supported by the regression estimates in
We include unemployed job seekers during the entire period 2012–2015 using the same sample
restrictions for the target population as during the experiment in 2015. We use data beginning in
2012 since several reforms were introduced between 2011 and 2012, including public investments to
increase the number of caseworkers, and a new mandate for the PES to provide services to immigrants.
17
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2585516_0021.png
Table 3: Direct and displacement effects of the JSA program on unemployment
Experiment period
ITT
(1)
Panel A: Exit unemp. 1st quarter
Assigned to program
Program participant
In a program area
Net effect treated
1
Control mean
Assigned to program
Program participant
In a program area
Net effect treated
1
Control mean
Assigned to program
Program participant
In a program area
Net effect treated
1
Control mean
Year dummies
Month dummies
PES office dummies
Controls
Clusters
Observations
196.1
No
No
No
No
No
26,538
196.1
No
No
No
Yes
No
26,538
7.627
(4.504)
1.683
(4.478)
190.7
No
No
No
Yes
72
57,778
4.318
∗∗
(1.912)
−2.284
(1.612)
187.0
Yes
Yes
Yes
No
72
552,816
4.160
∗∗
(1.727)
−1.831
(1.484)
187.0
Yes
Yes
Yes
Yes
72
552,816
74.37
−6.692
∗∗∗
(1.527)
74.37
−5.893
∗∗∗
(1.414)
1.158
(0.731)
−0.355
(0.755)
73.51
−5.944
∗∗∗
(1.296)
0.725
∗∗
(0.344)
−0.780
∗∗
(0.334)
73.78
−6.602
∗∗∗
(1.778)
0.695
∗∗
(0.318)
−0.761
∗∗
(0.326)
73.78
−5.991
∗∗∗
(1.359)
−9.679
∗∗∗
(2.195)
4.160
∗∗
(1.727)
−5.519
(2.936)
187.0
Yes
Yes
Yes
Yes
72
552,816
0.354
−1.574
∗∗∗
(0.318)
0.354
−1.502
∗∗∗
(0.310)
−0.020
(0.014)
0.014
(0.013)
0.368
−1.512
∗∗∗
(0.328)
−0.016
∗∗
(0.007)
0.019
∗∗∗
(0.006)
0.390
−1.505
∗∗∗
(0.399)
−0.015
∗∗
(0.006)
0.018
∗∗∗
(0.005)
0.390
−1.456
∗∗∗
(0.353)
−2.352
∗∗∗
(0.570)
0.695
∗∗
(0.318)
−1.658
∗∗∗
(0.552)
73.78
0.036
∗∗∗
(0.006)
0.035
∗∗∗
(0.006)
0.035
∗∗∗
(0.005)
0.035
∗∗∗
(0.006)
0.034
∗∗∗
(0.006)
0.055
∗∗∗
(0.010)
−0.015
∗∗
(0.006)
0.039
∗∗∗
(0.010)
0.390
ITT
(2)
ITT
(3)
ITT
(4)
Pre-data, 2012–2015
ITT
(5)
IV
(6)
Panel B: Unemp. days 1st quarter
Panel C: Unemp. days 1st year
1
Notes: Regression of each outcome variable on an indicator for active PES office (“In a program area”) and an
indicator for active PES office
×
intention to treat status is treated (“Assigned to program”). The controls include
the variables in Table 1. Standard errors in parentheses are clustered at the PES office level.
∗∗∗
p<0.01,
∗∗
p<0.05,
p<0.1.
Net effect in column (6) is for program participants.
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2585516_0022.png
Diff unemp. days 1st year
-20
-10
0
10
2012m1
20
2013m1
2014m1
Month
2015m1
2016m1
Treated Active–Non-treated Active
Non-treated Active–Non-treated Non-active
Figure 2: Differences in days in unemployment during the first year since registration
between treated and non-treated job seekers in active offices, and between non-treated
job seekers at active and non-active offices
columns 4–6 of Table 3. Here, we interact the variables
Assigned to program
and
In a
program area
in equation (2) with an indicator for becoming unemployed during the
Experiment period,
and adjust for office fixed effects and calendar time (year and month
dummies). This strategy of using pre-experiment data to capture office level hetero-
geneity gives a similar direct effect and a slightly lower displacement effect compared
to using only data from the experiment period in column 3, but due to the increased
precision the displacement effects are now significant.
Our preferred estimates in column 5 (with individual characteristics) suggest that
the program reduces the exit rate for the non-treated job seekers at the active offices by
1.5 percentage points (3.8%) during the first quarter of unemployment, a finding that is
consistent with substantial displacement effects of the JSA program. The net effect for
treated job seekers,
β
1
+
β
2
, is 1.8 percentage points, or 4.6%. The overall effect, taking
both the impact on the treated and the non-treated job seekers at the active offices into
account, depends on the share of treated job seekers which was roughly 50%. Thus,
21
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2585516_0023.png
since the positive net effect for the treated is larger than the negative displacement
effect for the non-treated, the overall effect of the program is positive. On average,
across treated and non-treated at the active offices, the JSA program increases the job
finding rate by 0.25 percentage points or 0.7%.
18
Finally, by construction, the IV estimates in column 6 are larger than their ITT
counterparts in column 5, with a net program effect corresponding to a 3.9 percentage
point (10%) increase in the exit rate during the first quarter. The results for days in
unemployment during the first quarter and the first year in Panels B and C of Table 3
display similar patterns.
Summing up, the JSA program reduces unemployment among the treated job seek-
ers, but also leads to large displacement effects for the non-treated job seekers. This is
similar to the results from the two-level randomized experiment reported in Cr´pon et
e
al. (2013). In their case, the net effect for the treated is close to zero, insignificant, and
smaller than the displacement effects for the non-treated, which implies that more jobs
were lost than found. Hence, we find more positive overall effects of JSA. This may
be due to the more general target population (all newly unemployed job seekers with
no unemployment during the last 3 months) compared to Cr´pon et al. (2013) (young
e
college graduates unemployed for at least six months), or that JSA was offered earlier
during the unemployment spell. This strengthens the importance of studying displace-
ment of JSA policies in different settings, to get a deeper understanding of when and
why displacement arises.
4.2
Direct and displacement effect heterogeneity
The two-step randomization setup allows us to credibly identify displacement effects
and, hence, the overall effect of the program for the target population. However, this
ignores displacement for non-treated job seekers
outside
the target population, such as
The share of treated is 53%, so that the overall effect is 0.53*0.18 (effect for the treated)+0.47*-1.5
(effect for the non-treated)=0.25 percentage points.
18
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the stock of job seekers that entered unemployment before the experiment, the inflow
of unemployed during the summer months when no one was assigned to the program,
and the inflow of unemployed during the experiment period that did not belong to
the target population. It can be questioned whether these groups compete for the
same jobs as the target population. Both the stock of unemployed at the beginning
of the experiment period and the inflow of unemployed outside the target population
during the experiment period (newly arrived immigrants and job seekers with a recent
unemployment spell) are likely to be further from the labor market to begin with. The
inflow during the summer months, on the other hand, mainly consists of short-term
unemployed, such as students looking for a job during the summer break.
Table A-2 in the appendix, nevertheless, presents estimates of the displacement
effects for these groups outside the target population. The first three columns study
the impact on individuals in the target population who entered unemployment before
the experiment, during the summer months, or after the experiment in 2015. The
results indicate that these groups may be somewhat affected, but substantially less
than the non-treated job seekers in the target population during the experiment. The
last three columns study the impact on individuals who became unemployed during
the experiment period but did not belong to the target population, who appear to be
unaffected by the program. Overall, these findings speak against any large displacement
effects of the program for groups outside the target population.
The existence of displacement effects in our experiment also raises the important
question of
who
gains and
who
loses. From a welfare perspective we may accept dis-
placement if job search assistance benefits job seekers who are less attached to the
labor market at the expense of those who are closer to finding a job. Table A-3 in the
appendix presents estimates by education, country of origin, unemployment history,
and gender. Since the analysis reduces the sample sizes dramatically, most differences
across sub-groups in the table are statistically insignificant. Still, overall, the results
23
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2585516_0025.png
in columns 1–6 indicate that the least attached groups of job seekers benefit the most
from the JSA program, in particular when considering the impact over the entire first
year. Estimates of the direct effect are larger for low educated, foreign born and job
seekers with long unemployment history (above median number of unemployment days
in the last four years). The displacement effects, on the other hand, are more evenly
distributed across groups. We finally note some interesting gender differences; men ben-
efit more than women in terms of direct effects, but also suffer more from displacement
(columns 7 and 8).
4.3
Wages and vacancies
The positive effect on job finding in our experiment could cause demand side responses
with effects on wages and the number of vacancies created by firms in the market. Any
such effects are important determinants of the market level unemployment rate in the
new equilibrium. To find out how job search assistance affects wages we estimate the
effect on the log wage rate for the first job after unemployment, using data on the full-
time equivalent monthly wage rate from Statistics Sweden.
19
The results in Table 4
reveal no significant effects on wages neither for the treated nor for the non-treated
at the active offices. These results are also informative for the impact of JSA on job
quality. On the one hand, we may expect that professional support from caseworkers,
with expert knowledge on the local labor market, would help job seekers to find higher-
quality jobs or improve the matching between job seekers and employers. On the other
hand, if job seekers feel pressured to exit unemployment early they may accept jobs of
lower quality or worse matches with employers.
20
Notably, neither of these hypotheses
are supported by our wage estimates.
To measure the vacancy effect, we exploit disaggregated data on all vacancies posted
The data cover roughly 50% of all jobs, including the entire public sector, large private firms and
a sub-sample of small private firms. There is no difference across treated and non-treated job seekers
with respect to the sampling scheme (conditional on finding a job). Since treated job seekers find jobs
19
24
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2585516_0026.png
Table 4: Effects of the JSA program on log wages
ITT
(1)
Assigned to program
In a program area
Net effect treated
Control mean
Observations
−0.002
(0.004)
0.000
(0.005)
−0.001
(0.003)
10.09
237,598
IV
(2)
−0.003
(0.006)
0.000
(0.005)
−0.002
(0.008)
10.09
237,598
Notes: Outcome is the log monthly wage on an indicator for active PES office (“In a program area”) and an indicator
for active PES office
×
intention to treat status is treated (“Assigned to program”). The regressions include year
dummies, month dummies, PES office dummies and the control variables in Table 1. The net effect in column 2 is
for the program participants. Standard errors in parentheses are clustered at the PES office level.
∗∗∗
p<0.01,
∗∗
p<0.05,
p<0.1.
at the PES per municipality and month over the period 2012–2015.
21
For each local
labor market (office) and month, we calculate the average number of vacancies facing
the target population, based on their municipality of residence. We use the log of
vacancies as outcome, and estimate a similar model as for the other outcomes above.
The main difference is that we now have one outcome measure per office and month.
This means that we focus on the program area dummy, which takes the value one
for the active offices during the experiment period. Since the size of the local labor
markets varies, we use both weighted (by size of target population in each office) and
unweighted regressions.
The vacancy estimates in Table 5 show some interesting patterns. Column 1 indi-
cates that the JSA program increased the number of posted vacancies by 3.3% during
the experiment, but the effect is insignificant. Column 2 allows for different responses
during the spring and the fall wave of the experiment. The rationale for separating
between the immediate and somewhat longer run is that it may take time for firms to
faster we observe wages for a slightly larger share of treated compared to non-treated job seekers.
20
Cottier et al. (2018) provide recent evidence from Switzerland suggesting that JSA may push job
seekers into jobs of lower quality.
21
Not all Swedish firms post vacancies at the PES. Firms hiring high-skilled workers, e.g., engineers,
are less likely to use this channel. However, the vacancies posted at the PES should capture those
that are relevant for our target population.
25
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2585516_0027.png
observe and react to the new market in the wake of the JSA program. This is supported
by the data. Whereas vacancies are unaffected during the spring (the point estimate
is virtually zero), we find a rather sizeable effect during the fall, which is significant at
the ten percent level with the unweighted data (column 4). We return to this delayed
vacancy pattern when we estimate the equilibrium search model in Section 8.
Table 5: Effects of the JSA program on vacancies
Weighted
(1)
In a program area
In a program area×Spring period
In a program area×Fall period
Control mean
Observations
5.896
16,269
0.033
(0.033)
−0.002
(0.033)
0.066
(0.041)
5.896
16,269
5.896
16,269
(2)
(3)
0.048
(0.035)
0.018
(0.043)
0.076
(0.039)
5.896
16,269
Unweighted
(4)
Notes: Regression of the log number of vacancies facing the target population in each office and month on an
indicator for active PES office (“In a program area”), year dummies, month dummies and PES office dummies.
Weights are determined by the size of target population per office and month. Standard errors in parentheses are
clustered at the PES office level.
∗∗∗
p<0.01,
∗∗
p<0.05,
p<0.1.
5
Why does the JSA help the unemployed?
We have shown that JSA, in the form of more meetings with a caseworker at the local
employment office, has a positive direct effect on exit from unemployment. An impor-
tant question is how the direct effect of the JSA program arises. While many previous
studies have documented positive effects of JSA and monitoring policies (see, e.g., the
overview by Card et al., 2017), the evidence on the driving mechanisms behind the
effects is still scarce. In particular, we know little about how JSA alters caseworkers’
and job seekers’ behavior, and how this operates to lower unemployment. This is unfor-
tunate since a better understanding of the underlying mechanisms facilitates efficient
policy.
In this section, we analyze why the positive effect of the JSA program in our ex-
26
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2585516_0028.png
periment arises. To give a complete picture of what drives the results we study both
the actions taken by the caseworkers and the accompanying reactions by the job seek-
ers. The richness and the quality of the data allow us to study mechanisms in detail.
Information about caseworker actions is obtained from several different administrative
records gathered by the PES. The information on search behavior comes from activity
reports filed by the job seekers every month. The reports provide information about all
search activities during the past month. As mentioned in Section 3.1, the job seekers
risk benefit sanctions if they fail to provide a report and caseworkers can validate the
job applications in the report.
The direct effect of job search assistance may arise through a number of possible
channels. We broadly divide these mechanisms into three strains. First, caseworkers
may use the more frequent meetings to increase the monitoring, so that they detect
more violations of the rules that the job seekers should follow (Graversen and van Ours,
2008a,b). From a job seeker perspective, tighter monitoring should lead to increased job
search effort (more job applications).
22
Second, the JSA program may give caseworkers
more time to provide job search training and related support. Caseworkers may, for
instance, use the meetings to help job seekers write better CVs and job applications,
prepare them for interviews, or provide valuable information about job search strategies.
Any intensified job search training may cause the job seekers to alter their search
strategies, perhaps by promoting other channels besides formal applications, which
in turn may lead to faster job finding.
23
Both monitoring and support have been in
focus in some previous studies (Meyer, 1995; Ashenfelter et al., 2005; Van den Berg
and Van der Klaauw, 2006). We contribute to this literature by presenting evidence
that builds on a large-scale randomized trial combined with detailed register data on
caseworkers’ actions and job seeker search behaviour.
Tighter monitoring may also affect reservation wages. However, the results in Section 4.3 reveal
no wage effects for our experiment.
23
Previous studies showing that labor market policies can affect search strategies include Van den
Berg and Van der Klaauw (2006) and Bonoli et al. (2014).
22
27
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A third possible channel that has been discussed to a lesser extent is that casework-
ers can provide information about relevant vacancies. Vacancy referrals may lead to
broader job search, both in terms of geography and in terms of occupation. They may
also help the job seekers pinpoint the most relevant job openings, without changing
how broad the search is. Both explanations suggest that vacancy referrals can speed
up the exit from unemployment. To study this mechanism, we exploit data from the
administrative registers on the number of vacancy referrals provided by the casework-
ers. We pair this with data on job seekers’ search behaviour to study to what extent
the job seekers take advantage of the referrals.
Concerning data details, we focus on the first quarter of unemployment, which is the
period during which the JSA program took place.
24
For each outcome, we estimate the
model in equation (1), so that the reported coefficients represent the difference between
the treated and the non-treated job seekers at the active offices during the experiment
in 2015. One concern is that the extra meetings affect the likelihood to file an activity
report, for instance, if the caseworkers push the treated job seekers to submit reports.
However, as shown in Panel A of Table 6 there is no difference between the treated and
the non-treated in the propensity to report.
Panel A of Table 6 shows differences between treated and non-treated job seekers
with respect to monitoring and search effort. In Sweden, caseworkers are responsible
for all monitoring of job search activities. If caseworkers observe a violation of the
job search rules, they should notify the unemployment insurance funds, which then
decide about benefit sanctions.
25
Here, we use data on these registered violations of
We focus on activity reports of individuals who are still unemployed when the report is supposed
to be submitted. We exclude job seekers who, according to the PES registers, are not supposed to
report their activity. Data on caseworker actions include information for the entire target population.
25
Benefit sanctions are monetary fines (suspension of unemployment insurance benefits). Refusal of
job offers, insufficient job search, not showing up for meetings with PES, not applying for assigned jobs,
and job quits may lead to a sanction. The size of the sanction depends on the type of violation, but
the general rules are that the first violation leads to a warning; the second to fourth violations imply
suspension for one day, five days, ten days, respectively; and the fifth violation leads to a permanent
suspension.
24
28
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2585516_0030.png
the rules. Initially, column 1 shows that the total number of registered violations is
higher for the treated job seekers. However, when we separate between different types
of violations, it is only violations due to failure to show up for meetings that are affected
(column 2). This difference between treated and non-treated job seekers is expected:
since the intensified JSA implies more meetings, we expect a mechanical effect here. In
contrast, violations regarding insufficient job search effort (column 3) are unaffected,
suggesting that the caseworkers’ monitoring of search effort did not change. Other
types of sanctions are also unaffected (not reported).
The first three columns of Panel A focused on caseworkers’ actions. Next, we turn
to the corresponding changes to job seekers’ search behavior. Since the treated job
seekers do not face more intensive monitoring, we do not expect to see any difference in
terms of job search effort. This is also supported by the data. There are no differences
in terms of the total number of activities, or the total number of job applications
(columns 6–7). We conclude that increased search effort—induced by a higher degree
of monitoring—hardly explains the observed positive direct effect of the JSA program.
Next, Panel B looks at differences with respect to job search support and training.
One of the caseworkers’ initial tasks after an individual has registered at the PES is
to set up an action plan. The plan constitutes a mutual agreement between the PES
and the job seeker, and specifies both the type of support and training that the PES
commits to offer, and what actions the job seeker should undertake to find a job.
The action plan consists of up to eight different support categories and can be revised
as the job search continues.
26
Columns 1–4 of Panel B show no difference between
the treated and non-treated with respect to support and training. The probability of
having an action plan is the same across groups. Both the total number of support
categories in the action plan and the number of categories that specifically capture job
The categories are: Search for jobs, Improve your search, Guidance to work, Education to work,
Start new business, Clarify your qualifications for work, Adapt your work situation, and Work prepara-
tory measures. We define Improve your search and Guidance to work to be categories that specifically
capture job search training.
26
29
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2585516_0031.png
Table 6: Effects of the JSA program on caseworker actions and job seeker search
behavior
Panel A:
Total
viola-
tions
(1)
Assigned to
program
Obs.
Panel B:
0.037
∗∗∗
(0.011)
[0.337]
19,674
Caseworker action:
Monitoring
Viola-
tions
absence
meeting
(2)
0.035
∗∗∗
(0.005)
[0.059]
19,674
Viola-
tions job
search
effort
(3)
0.000
(0.001)
[0.010]
19,674
Search behavior:
Search effort
Prob.
reporting
Total
activi-
ties
(6)
0.152
(0.337)
[14.46]
11,959
Total
job appli-
cations
(7)
0.032
(0.249)
[7.811]
11,959
(5)
−0.003
(0.006)
[0.520]
19,674
Caseworker action:
Job search support and training
Has
action
plan
(1)
Support
cat.
in plan
(2)
0.002
(0.015)
[1.520]
14,658
Job search
supp. cat.
in plan
(3)
0.011
(0.009)
[0.285]
14,658
ALMP
parti-
cipant
(4)
0.005
(0.004)
[0.082]
19,674
Search behavior:
Search channels
Unsolicited
job
applications
(5)
−0.140
(0.111)
[2.546]
11,959
Other job-
enhancing
activities
(6)
0.266
(0.140)
[3.417]
11,959
Assigned to
program
Obs.
Panel C:
−0.010
(0.006)
[0.752]
19,674
Caseworker action:
Vacancy referrals
Total
(1)
Sugge-
sted
(2)
0.079
(0.044)
[1.579]
19,674
Manda-
tory
(3)
0.034
∗∗
(0.016)
[0.139]
19,674
Total
(5)
Search behavior:
Applications to
vacancy referrals
Sugge-
sted
(6)
0.071
∗∗∗
(0.024)
[0.427]
11,959
Manda-
tory
(7)
0.029
∗∗∗
(0.007)
[0.033]
11,959
Assigned to
program
Obs.
0.112
∗∗
(0.048)
[1.718]
19,674
0.101
∗∗∗
(0.026)
[0.460]
11,959
Notes: Results from a linear regression on a treatment indicator, weighted by the observed ITT-share. All
outcomes measured during the 1st quarter of unemployment. Standard errors in parentheses, control means in
square brackets.
∗∗∗
p<0.01,
∗∗
p<0.05,
p<0.1.
30
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search training are unaffected. Finally, we see no difference regarding the probability
of participating in an active labor market program.
Turning to the job seekers’ search behavior (columns 5 and 6) there is no trace of any
impact on job seekers’ search channels: column 5 shows no effect on the probability
of filing unsolicited job applications, and column 6 shows only a small effect on the
likelihood of reporting other job-enhancing activities. Summing up, the evidence in
Panel B speaks against an increased amount of job search support and training as an
important channel.
Panel C looks at whether the job seekers who participated in the JSA program
became better informed in terms of which vacancies to apply to. We distinguish between
two types of vacancy referrals, suggested job openings and mandatory referrals. The
mandatory referrals are mainly used when caseworkers believe that there is a good
match between the vacancy requirements and the job seeker’s skills. They are only
used for individuals collecting unemployment benefits, who risk benefit sanctions in
case of insufficient job search. For suggested vacancies, the job seeker is free to choose
whether to apply or not. They include both vacancies posted at the online PES job
board and job openings communicated from employers to the PES without being posted
as formal vacancies. Columns 1–3 show that the JSA program raised the total number
of vacancy referrals passed on from caseworkers to job seekers by 0.11 or 6.5%. This is
due to both more suggested job openings (up 5%) and more mandatory referrals (up
25%). Below we show that this increase is not due to displacement of resources with
fewer referrals given to the non-treated.
We next study if job seekers reacted to the information provided by the casework-
ers. Here, columns 5–7 show that the job seekers take full advantage of the vacancy
referrals. The number of applications to referred vacancies increases by 0.10 during
the first quarter, which is close to the increase in the number of referrals provided by
the caseworkers. The fact that both sources of information—administrative records of
31
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2585516_0033.png
caseworker actions and the monthly reports on job seekers’ search behavior—paint the
same picture gives strong support for the importance of the vacancy referral channel.
We take this as evidence that caseworkers use their expertise to prepare suitable va-
cancies, point the job seekers to these vacancies during the extra meetings, and that
the job seekers follow the advice and apply to the jobs.
The next question is why vacancy referrals speed up the exit from unemployment.
One explanation is that vacancy referrals lead to broader job search, for instance in
terms of occupation or geographical search area.
27
Job seekers who search broader
already from the start of the unemployment spell may find a job faster. Another
explanation is that the vacancy referrals help job seekers pinpoint the most relevant
job openings in the market, without changing the targeted occupations and the search
area. Put differently, the JSA program may generate more vacancy information from
caseworkers, which helps the treated job seekers apply to the most relevant jobs earlier.
Table 7: Impact on different types of vacancy referrals
2-digit occupation
Within
Outside
(1)
(2)
Assigned to program
Control mean
Observations
0.054
(0.030)
1.106
26,538
0.050
(0.027)
0.932
26,538
County of residence
Within
Outside
(3)
(4)
0.088
∗∗
(0.037)
1.670
26,538
0.015
(0.017)
0.368
26,538
Notes: The results are from a linear regression of each variable on a treatment indicator, weighted by the observed
intention to treat share. The sample includes the active PES offices during the experiment period. The control
variables include the variables in Table 1. Standard errors in parentheses, control means in square brackets.
∗∗∗
p<0.01,
∗∗
p<0.05,
p<0.1. ITT are intention-to-treat-effects for individuals who were supposed to be randomized
to treatment at the active offices. IV are instrumental-variables-estimates for those actually randomized to treatment
at the active offices (given by the first line in Panel A in Table 2).
We explore these explanations by studying effects on different types of vacancy
referrals. We exploit occupational and geographic information for each referral and
distinguish between referrals within and outside the jobseeker’s preferred occupation
(2 digit level), and referrals within and outside the county of residence. The results
Manning and Petrongolo (2017) show that the attractiveness of jobs decays with the distance to
the job. To what extent referrals from caseworkers can push job seekers to apply to more distant jobs
is an open question.
27
32
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from this exercise in Table 7 show that the distribution of referrals is unaffected by the
treatment: both referrals within and outside the occupation as well as referrals within
and outside the region increase by around 5%. It means that the treated received more
of the same, rather than new types of referrals. This supports the second explanation
above, that vacancy information—while leaving the direction of search unaffected—
streamlines the search process by pointing job seekers to the most relevant jobs already
from the start of the unemployment spell.
6
Comparing different types of meetings
Our experiment uses three types of meetings between job seekers and caseworkers: face-
to-face, distance and group meetings. In this section, we present additional evidence
on the mechanisms behind the direct effect by comparing these three meeting formats.
Since the type of meeting was randomized across offices, we can make a credible com-
parison of the formats. To support this, we have confirmed that we have balanced
groups for each type of meeting (not reported).
The regression results in Table 8 (ITT effects) show that while face-to-face and dis-
tance meetings both significantly increase exits out of unemployment, group meetings
appear to be less effective. Overall, group meetings display smaller point estimates, and
for number of days in unemployment (1st quarter and 1st year) there is no significant
impact. The smaller employment effects for group meetings are consistent with the
results in previous studies (see, e.g., Maibom et al., 2017).
Above we presented evidence showing that vacancy referrals are key in explaining
the direct effect of the job search assistance. One reason why group meetings perform
worse could be that caseworkers who provide support to many job seekers at the same
time do not have time to prepare and discuss suitable job openings with each job seeker.
Table 9 provides support to this interpretation. It shows that group meetings is the
33
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2585516_0035.png
Table 8: Effects of the JSA program on unemployment, by type of meeting
Face-to-face
meetings
ITT
(1)
Exit unemp. 1st quarter
0.043
∗∗∗
(0.009)
[0.329]
−2.003
∗∗∗
(0.478)
[75.92]
−6.780
∗∗∗
(2.247)
[204.4]
10,567
Distance
meetings
ITT
(2)
0.034
∗∗∗
(0.010)
[0.367]
−1.396
∗∗
(0.565)
[73.40]
−7.308
∗∗∗
(2.520)
[191.9]
8,259
Group
meetings
ITT
(3)
0.024
∗∗
(0.011)
[0.375]
−0.950
(0.582)
[73.30]
−3.413
(2.626)
[189.3]
7,712
Unemp. days 1st quarter
Unemp. days 1st year
Observations
Notes: ITT estimates from a linear regression of each variable on a treatment indicator, weighted by the observed
intention to treat share. The sample includes the active PES offices during the experiment period. The control
variables include the variables in Table 1. Standard errors in parentheses, control means in square brackets.
∗∗∗
p<0.01,
∗∗
p<0.05,
p<0.1.
only type of assistance that did not involve more vacancy referrals—there is no effect
on caseworker actions nor on job seeker search behavior. In summary, we take this as
additional evidence that information about vacancies is the main mechanism behind
the effects of the JSA program.
It seems likely that distance meetings will become an increasingly important ele-
ment of future JSA programs. Recent technological advancements make online com-
munication a convenient complement to more traditional ways of providing assistance,
especially for job seeker with long travel time to the local PES office. However, there
is still a lack of evidence on the effectiveness of using new technologies when providing
JSA and other forms of labor market policies. Here, we have shed some light on this
question by showing that the direct effect of JSA is independent of whether the support
from the caseworkers is given face-to-face or via distance meetings.
34
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Table 9: Type of meeting and information about vacancies
Caseworker action:
Vacancy referrals
Total
(1)
Face-to-face
meetings
Obs.
Distance
meetings
Obs.
Group
meetings
Obs.
0.194
∗∗
(0.079)
[1.750]
8,092
0.195
(0.101)
[2.193]
5,982
−0.039
(0.082)
[1.752]
5,600
Suggested
(2)
0.144
∗∗
(0.070)
[1.572]
8,092
0.082
(0.091)
[2.042]
5,982
−0.019
(0.078)
[1.652]
5,600
Mandatory
(3)
0.050
(0.031)
[0.178]
8,092
0.113
∗∗∗
(0.033)
[0.151]
5,982
−0.020
(0.022)
[0.100]
5,600
Total
(4)
0.114
∗∗∗
(0.039)
[0.419]
4,908
0.151
∗∗∗
(0.055)
[0.584]
3,653
0.031
(0.038)
[0.382]
3,398
Search behavior:
Applications to
vacancy referrals
Suggested
(5)
0.077
∗∗
(0.036)
[0.383]
4,908
0.116
∗∗
(0.052)
[0.543]
3,653
0.020
(0.036)
[0.364]
3,398
Mandatory
(6)
0.037
∗∗∗
(0.012)
[0.036]
4,908
0.035
∗∗∗
(0.013)
[0.042]
3,653
0.012
(0.012)
[0.0186]
3,398
Notes: ITT estimates from a linear regression on a treatment indicator, weighted by the observed ITT-share. In
columns 1–3, the outcome variables are for the 1st quarter after registration. Outcome variables in columns 4–6
are the sum over the monthly activity reports in the first quarter. Standard errors in parentheses, control means in
square brackets.
∗∗∗
p<0.01,
∗∗
p<0.05,
p<0.1.
7
How do displacement effects arise?
Our previous analyses showed that the JSA program gives rise to substantial displace-
ment effects for the non-treated job seekers. This raises the question why displacement
exists. One explanation is that it arises in the labor market: if there are more job
seekers than vacant positions, targeted job search assistance can lead to a game of mu-
sical chairs where the non-treated job seekers end up last in line for the vacant jobs. A
second explanation is that resources are allocated from the non-treated to the treated,
so that the non-treated are offered less assistance than in the baseline. From a pol-
icy perspective, it is crucial to distinguish between these two sources of displacement.
While expanding the JSA budget solves the problem with constrained PES resources,
it is much harder to come up with policies addressing displacement in the labor market.
This section adds to the literature by presenting evidence that discriminates between
35
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these two sources of displacement.
28
We first investigate displacement through resource
constraints by exploiting the same detailed administrative data as above. Next, we look
directly at displacement in the labor market by estimating displacement effects in tight
and slack labor markets.
Table 10 presents displacement effect estimates, comparing the treated and the
non-treated at the active offices with the non-treated at the non-active offices, for the
same variables as in Section 5. For the non-treated, monitoring (Panel A), support and
training (Panel B), and vacancy information (Panel C) is at the same level as if the
experiment would not have taken place, all pointing in the direction of no displacement
of resources. Using data covering the universe of contacts between job seekers and
the PES, we also present evidence against displacement of meetings. Columns 1–3 of
Table 11 show that the increase in the number of meetings for the treated is not due
to less meetings for the non-treated at the active offices.
We next examine if non-treated job seekers were assigned to different types of case-
workers. To this end, we exploit information on caseload and tenure. For instance,
caseworkers involved in the program may have handed over cases to personnel outside
the program, in order to free up time for the extra meetings. If so, this would increase
the workload for caseworkers working with the baseline assistance, which may affect
the quality of the services provided to the non-treated. In addition, the local offices
may have allocated their most tenured caseworkers to the extra meetings. Both these
examples would imply a re-allocation of resources away from non-treated job seekers.
To measure caseload, we count the number of meetings per month and the number of
unique job seekers that the caseworker meets each month. Tenure is measured in days,
and we study both overall tenure at the PES and tenure within the local office where
the caseworker currently works.
29
The results reported in columns 4–7 of Table 11 con-
Cr´pon et al. (2013) and Gautier et al. (2018) take displacement in the labor market as given
e
without explicitly analyzing displacement of resources.
29
Since our data on meetings start in 2010 we count tenure from this year.
28
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2585516_0038.png
Table 10: Displacement effects of the JSA program on caseworker actions and job
seeker search behavior
Panel A:
Total
viola-
tions
(1)
Assigned to
program
In a program
area
Obs.
Panel B:
Has
action
plan
(1)
Assigned to
program
In a program
area
Observations
Panel C:
−0.015
∗∗
(0.006)
0.004
(0.009)
[0.760]
694,772
0.029
∗∗∗
(0.010)
0.009
(0.010)
[0.290]
247,714
Caseworker action:
Monitoring
Viola-
tions
contact
(2)
0.031
∗∗∗
(0.006)
0.003
(0.006)
[0.078]
247,714
Viola-
tions job
search
(3)
−0.000
(0.001)
−0.001
(0.002)
[0.010]
247,714
Search behavior:
Search intensity
Prob.
reporting
(5)
−0.006
(0.006)
0.012
(0.006)
[0.562]
210,779
Total
activi-
ties
(6)
0.054
(0.270)
−0.207
(0.336)
[16.4]
135,961
Total
job appli-
cations
(7)
−0.001
(0.194)
−0.272
(0.197)
[8.87]
135,961
Caseworker action:
Support and training
Support
cat.
in plan
(2)
−0.002
(0.016)
0.017
(0.019)
[1.62]
525,055
Job search
supp. cat.
in plan
(3)
0.010
(0.009)
0.022
(0.014)
[0.360]
525,055
ALMP
parti-
cipant
(4)
0.004
(0.003)
0.005
(0.005)
[0.051]
694,772
Search behavior:
Search channels
Unsoli-
cited job
appl.
(5)
−0.136
(0.107)
−0.002
(0.114)
[2.85]
135,961
Other job-
enhancing
activities
(6)
0.208
(0.155)
0.089
(0.114)
[3.58]
135,961
Caseworker action:
Vacancy referrals
Total
(1)
Sugge-
sted
(2)
0.062
(0.049)
−0.022
(0.069)
[0.979]
694,772
Manda-
tory
(3)
0.040
(0.036)
0.001
(0.015)
[0.152]
694,772
Total
(5)
Search behavior:
Applications to
vacancy referralls
Sugge-
sted
(6)
0.069
∗∗
(0.027)
−0.016
(0.022)
[0.351]
135,961
Manda-
tory
(7)
0.028
(0.018)
−0.004
(0.006)
[0.045]
135,961
Assigned to
program
In a program
area
Obs.
0.102
(0.066)
−0.021
(0.072)
[1.13]
694,772
0.097
∗∗∗
(0.035)
−0.020
(0.023)
[0.397]
135,961
Notes: Regression of each outcome variable on an indicator for active PES office (“In a program area”), an indicator
for active PES office
×
intention to treat status is treated (“Assigned to program”) and indicator variables for
year, month and PES office. The sample includes all offices: active offices and non-active offices, so the excluded
category is the non-active offices. Standard errors clustered at the PES office level in parentheses, control means
in square brackets.
∗∗∗
p<0.01,
∗∗
p<0.05,
p<0.1.
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firm that the JSA program did not lead to any displacement of resources: irrespective
of whether we study caseload (columns 4–5) or tenure (columns 6–7) it was not the
case that the non-treated at the active offices received less resources.
Table 11: Displacement of meetings and services
Displacement of meetings
Meetings
quarter
1
(1)
Assigned to
program
In a program
area
Obs.
0.547
∗∗∗
(0.058)
−0.035
(0.054)
[3.472]
451,472
Physical
meetings
Q1
(2)
0.360
∗∗∗
(0.057)
−0.061
(0.041)
[2.617]
451,472
Distance
meetings
Q1
(3)
0.187
∗∗∗
(0.053)
0.026
(0.027)
[0.854]
451,472
Displacement of caseworkers
No.
meetings/
month
(4)
2.69
(2.15)
−0.163
(5.24)
[152.5]
451,406
No.
clients/
month
(5)
1.81
(1.62)
0.975
(3.29)
[103.2]
451,406
Tenure
at PES
in days
(6)
4.59
(9.54)
−20.5
(18.8)
[1,185]
451,406
Tenure at
local office
in days
(7)
0.004
(13.7)
−11.5
(25.2)
[943.9]
451,406
Notes: Regression of each outcome variable on an indicator for active PES office (“In a program area”), an
indicator for active PES office
×
intention to treat status is treated (“Assigned to program”) and indicator
variables for year, month and PES office. The sample includes all offices: active offices and non-active offices, so
the excluded category is the non-active offices. Standard errors clustered at the PES office level in parentheses,
control means in square brackets.
∗∗∗
p<0.01,
∗∗
p<0.05,
p<0.1.
We now turn to evidence of displacement in the labor market. Cr´pon et al. (2013)
e
set up a theoretical model predicting that displacement is higher in weak labor markets,
and provide empirical support for this prediction. Table 12 reproduces this analysis
in our setting. We estimate our main model from column 5 in Table 3, but classify
all offices according to whether the monthly local unemployment rate is above or be-
low median unemployment among the Swedish municipalities and interact this binary
variable with treatment status.
30
The results are striking. The displacement effect is
considerably larger in high-unemployment labor markets than in low-unemployment
markets, but there is no significant differences for the direct effect.
One interpretation of these results is as follows. The direct effect arises since the
treated job seekers gain from additional information about vacancies. As expected, the
vacancy information channel works under any labor market conditions, tight or slack.
We also include the monthly local unemployment to population ratio as an additional regressor.
It is the average unemployment rate facing the job seekers in the target population of the experiment
per office and month, based on their municipality of residence.
30
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Table 12: Displacement effects of the JSA program in strong and weak labor markets
Exit
unemp.
1st quarter
(1)
Assigned to program×Below median unemployment rate
Assigned to program×Above median unemployment rate
In a program area×Below median unemployment rate
In a program area×Above median unemployment rate
Observations
0.027
∗∗∗
(0.009)
0.043
∗∗∗
(0.009)
−0.001
(0.008)
−0.030
∗∗
(0.011)
552,816
Unemp.
days
1st quarter
(2)
−1.416
∗∗
(0.560)
−1.588
∗∗∗
(0.592)
0.028
(0.468)
1.413
∗∗∗
(0.521)
552,816
Unemp.
days
1st year
(3)
−5.372
∗∗
(2.539)
−7.763
∗∗∗
(2.559)
−0.828
(2.506)
9.207
∗∗∗
(2.672)
552,816
Notes: Regression of each outcome variable on an indicator for treatment PES office (“In a program area”)
and an indicator for treatment PES office
×
intention to treat status is treated (“Assigned to program”), both
interacted with whether the unemployment level in the municipality of the local PES office was below (“Below
median unemployment rate”) or above (“Above median unemployment rate”) the median municipality, as well
as year dummies, month dummies, local PES dummies and the monthly unemployment rate in the PES office
municipality. Standard errors clustered at the PES office level in parentheses, control means in square brackets.
∗∗∗
p<0.01,
∗∗
p<0.05,
p<0.1.
But, the harm for the non-treated job seekers is limited under good labor market
conditions, when access to alternative jobs is good. In contrast, when competition for
jobs increases, the non-treated are hurt by the fact that the pool of candidates that
firms chose from is larger.
8
Structural evaluation of the equilibrium effects
So far we have examined equilibrium effects of the experiment on exits from unem-
ployment, wages, vacancies and job applications. We now study the implications of a
full-scale roll-out of the program on labor market outcomes, government expenditures
and welfare. To this end, we estimate a Diamond-Mortensen-Pissarides (DMP) model
using the equilibrium effect estimates from the experiment. To this end, we build on
the model by Gautier et al. (2018), but adjust it in accordance with the job search
policy evaluated in this paper. In the model, the workers (job seekers) choose the num-
ber of job applications they file and firms post vacancies. A key feature of the model
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is the endogenous matching function in which the success of an application depends
on the number of applications sent by other workers, which creates search congestion.
To capture the empirical results that the program participants find jobs faster without
increasing the total number of job applications, the matching function allows for differ-
ential success rates for participants and non-participants. The model is estimated by
indirect inference using the results from the experiment presented in previous sections.
Since we wish to capture the behavior of actual program participants, we use the IV
estimates of the program effect for the participants. This is why the model refers to
participants and non-participants.
8.1
The model
The model defines an equilibrium in which search intensity, wages, unemployment
and labor market tightness are determined. It is a discrete-time model with ex ante
identical and risk neutral workers with the same productivity, who only differ in whether
or not they participate in the JSA program (indexed by 0 or 1). The unemployed
receive benefits
b
and the value of non-market time is
h.
In each period, the worker
decides the number of job applications to file,
a,
trading off job prospects and search
costs. For convenience, we assume that the search costs are quadratic in the number
of applications (γa
2
). If an application is successful the worker becomes employed,
otherwise (s)he has to apply again in the next period.
A key part of the model is the endogenous matching function that captures that
the success of an application depends on the number of applications sent by other
workers. Specifically, the matching function
m(a; a, θ)
is increasing in the number of
¯
own job applications, decreasing in average search intensity of other workers,
a
, and
¯
increasing in labor market tightness,
θ
v/u,
where
u
is the unemployment rate and
v
the vacancy rate. The matching function is derived below. Finally, let
r
be the discount
rate, and
E(w)
the value of being employed at the wage rate
w.
Then, the value of
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2585516_0042.png
unemployment for a non-participant is
31
rU
0
= max
b
+
h
γ
0
a
2
+
m
0
(a;
a, θ)
[E(w
0
)
U
0
]
.
¯
a≥0
(4)
From the first order condition we have that the optimal number of applications is:
¯
E(w
0
)
U
0
∂m
0
(a
0
;
a, θ)
0
∂a
0
a
=
0
.
a
0
=a
0
(5)
The participants receive more meetings with caseworkers through the JSA program.
We allow this to have three separate effects. First, obtaining job search assistance may
reduce the participants’ search costs,
γ
1
, in relation to the costs of non-participants,
γ
0
.
Second, participating in the program costs non-market time. We normalize its value
to zero for participants and let it be
h
for the non-participants. In the estimations,
we do not restrict the sign of
h,
even though our prior is that the value of non-market
time is lower for the participants. Third, we specify separate matching functions for
participants and non-participants under the assumption that the treatment may affect
job-search efficiency and the success rate per job-application (see below). Thus, the
value of unemployment for a program participant is
rU
1
= max
b
γ
1
a
2
+
m
1
(a
1
;
a, θ)
[E(w
1
)
U
1
]
,
¯
1
a
1
≥0
(6)
and the first order condition gives
¯
E(w
1
)
U
1
∂m
1
(a
1
;
a, θ)
1
∂a
1
a
=
1
.
a
1
=a
1
(7)
In equilibrium, the average number of applications in the market equals
a
=
τ a
+ (1
¯
1
τ
)a
, where
τ
is the share of program participants.
0
Note that this expression implicitly means that benefits and search costs are realized at the end
of the period. This simplifies the notation.
31
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2585516_0043.png
The value of employment depends on the wage,
w,
the exogenous job destruction
rate,
δ,
and the difference between the flow values of employment and unemployment:
¯
rE(w
i
) =
w
i
δ[E(w
i
)
U
] =
w
i
δ
[E(w
i
)
U
0
]
,
¯
where
U
=
τ U
1
+ (1
τ
)U
0
is the average utility.
32
(8)
Firms are also assumed to be identical. The value of a vacancy,
V
, for a firm is
determined by the vacancy cost,
c
v
, the probability of filling the vacancy,
the value difference between a filled,
J(w),
and an unfilled vacancy:
m(a
1
, a
0
, θ)
(J(w)
V
).
θ
m(a
1
,a
0
,θ)
,
θ
and
rV
=
−c
v
+
(9)
The value of a filled vacancy is given by
rJ(w)
=
y
w
δ(J(w)
V
),
(10)
where
y
is the value of output in each period. With free entry, the value of a vacancy
is zero in equilibrium. From (9), (10) and this zero-profit condition we have
m(a
0
, a
1
;
τ, θ)
(r +
δ)c
v
=
,
θ
y
w
¯
(11)
which can be solved for the equilibrium value of tightness,
θ
, since the left-hand side
is decreasing in
θ
and the right-hand side is increasing in
θ,
so that there is a unique
θ
that satisfies equation (11).
We now specify the matching functions for participants and non-participants, allow-
ing for different search intensities and different success rates per application for the two
groups. We use an urn-ball model, implying that a firm receiving many applications
¯
Workers presumably realized that the JSA program was temporary. We therefore replace
U
in (8)
¯
by
U
0
when estimating the model, but use
U
=
τ U
1
+ (1
τ
)U
0
in the policy simulations, assuming
that workers expect to be non-participants if they re-enter unemployment after losing their job.
32
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2585516_0044.png
randomly selects one and declines the others. This creates search congestion, since the
probability that an application is accepted depends on the number of applications sent
by other workers. Note that the empirical analyses in earlier sections show that the
JSA program leads to more vacancy referrals and a higher job-finding rate, without
changing the total number of job applications. This implies a higher probability that
an application results in a job offer for the participants than for the non-participants.
To incorporate this, we allow the job applications from the participants to have a
higher probability of being drawn from the pool of candidates than the applications
from non-participants.
Specifically, we introduce a parameter,
ω,
such that an application from a program
participant results in a job offer with probability
ω
,
ω+ωj
1
+j
0
if the number of participant
competitors equals
j
1
and the number of non-participant competitors for the job is
j
0
.
For non-participants this probability is
1
.
1+ωj
1
+j
0
By allowing both search costs and
the success rate per application to differ, the model shows to what extent the higher
job-finding rate for the program participants is due to changes in the search costs, or
due to more suitable job applications (higher success rate per application).
If the number of workers and vacancies are sufficiently large, the number of appli-
cations from participants and non-participants are approximately Poisson distributed
random variables with means
τ a
and (1
τ
)a
/θ,
respectively. Thus, for the non-
0
1
participants the probability that an application results in a job offer is:
ψ
0
=
j
1
=0
j
0
1
f
0
(j
0
)f
1
(j
1
),
1 +
ωj
1
+
j
0
=0
and
f
1
(j
1
) =
exp(−τ
a
/θ)(τ a
/θ)
j
1
1
1
j
1
!
(12)
where
f
0
(j
0
) =
exp(−[1−τ ]a
/θ)([1−τ
]a
/θ)
j
0
0
0
j
0
!
are the probabil-
ity of
j
1
applications from participants and
j
0
applications from other non-participants.
43
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2585516_0045.png
For participants, we have
ψ
1
=
κ
j
1
=0
j
0
ω
f
0
(j
0
)f
1
(j
1
).
ω
+
ωj
1
+
j
00
=0
(13)
Here, the parameter
κ
captures other effects of the JSA program on job search efficiency.
For example, the program may affect the type of jobs the participants apply to, thereby
affecting the share of vacancies for which a participant has a positive productivity. The
idea is that the firm first selects a worker for the job and then learns whether the worker
is productive or not.
33
All this leads to the matching functions
m
0
(a
0
;
a
1
, θ)
= 1−(1−ψ
0
)
a
0
and
m
1
(a
1
;
a
0
, θ)
= 1
(1
ψ
1
)
a
1
, and the aggregate matching function
m(a
0
, a
1
, τ, θ)
=
τ m
1
(a
1
, a
0
, θ)
+
(1
τ
)m
0
(a
0
, a
1
, θ).
Wages are set in a Nash bargaining when workers and firms have met, with worker
bargaining power equal to
β.
Since participants and non-participants have different
outside options,
U
1
and
U
0
, we allow their equilibrium wages to differ. The bargaining
outcome is given by
w
i
= arg max [E(w
i
)
U
i
]
β
[J(w
i
)
V
]
1−β
,
w
i
(14)
and the first order condition gives
¯
(1
β) w
i
+
δ U
(r +
δ)U
i
=
β
[y
w
i
]
.
(15)
In equilibrium, inflow into and outflow from unemployment are equal, and, hence,
equilibrium unemployment is
δ
.
δ
+
τ m
1
(a
;
a
, θ)
+ (1
τ
)m
0
(a
;
a
, θ)
1 0
0 1
u
=
33
(16)
The parameter
κ
is included in the model presented in Gautier et al. (2018). We incorporate it in
our model for completeness.
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The equilibrium can now be defined as
{a
, a
, θ
, w
0
, w
1
, u
}
satisfying equations (5),
0 1
(7), (11), (15), and (16).
8.2
Estimation
We estimate the model using the actual share of program participants in the eligible
population. From Section 2, we have that the program participants corresponds to 62%
of those assigned to the program. With a fraction assigned to the program of about
0.5, the share of program participants during the experiment,
τ
e
, is 0.31. Note that
this share is based on the participants and non-participants included in the experi-
ment. The non-participants also include workers in the stock of unemployed before the
experiment, and workers not in the target population (immigrants and workers with
repeated spells of unemployment). These groups were not included in the experiment,
and the analyses in Section 4.2 revealed no evidence of any displacement effects for
these groups, indicating that the displacement mainly occurs within the target popu-
lation. The absence of displacement outside the experiment explains why we use the
share of participants in the target population. But, below we also report results from
sensitivity analyses using lower treatment shares, implicitly allowing for displacement
effects for the non-target population.
Estimation is based on indirect inference using the reduced form estimates from the
experiment. The model estimates are then used to simulate a full-scale roll-out of the
program. The data moments used in the estimations, adapted to the monthly intervals
in the discrete-time model, are displayed in Table A-4 in the appendix. At the individual
level, we use estimates for the exit rate from unemployment (Table 3) and wages in
subsequent jobs (Table 4) for participants and non-participants. As already mentioned,
IV estimates are used since they reflect the program effects for the participants. The
data moments also include the average re-employment rate from the PES data, the
average vacancy rate and unemployment rate facing the target population in each office
45
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based on their municipality of residence, and the average replacement rate (fraction of
previous income replaced by the unemployment insurance) from calculations by the
National Institute for Economic Research (2016). We also use information on the
number of job applications filed by each worker, including both the average number of
job applications and effects on the number of job applications for participants and non-
participants (see Table A-4 for details). The latter helps to capture if the treatment
is due to changed search costs or changed success rate per application. Finally, the
interest rate is set to
r
= 0.008, which is the monthly interest rate implied by an
annual rate of ten percent, and we normalize productivity to
y
= 1.
This gives nine unknown parameters to estimate in the model. Using indirect
inference, we minimize the sum of the differences between the data moments and the
corresponding model moments (see A-4 in the appendix for details). Each data moment
is weighted by the inverse of its variance, so that more precisely estimated moments
are given larger weight. Standard errors are computed using the delta method.
8.3
Government expenditure and welfare
Besides effects on unemployment, wages and labor market tightness, we study gov-
ernment expenditure and welfare. The expenditures include unemployment insurance
benefits,
b,
and program costs,
c
p
, per worker. Then, government spending as a function
of the share of participants is
C
B
(τ ) =
ub
+
δ(1
u)τ c
p
,
(17)
where
ub
is the fraction of unemployed times the unemployment insurance benefits,
and
δ(1
u)τ
is the fraction of new entrants into unemployment (job destruction rate,
δ,
times the employment rate, (1
u)).
To estimate the costs, we performed a detailed
time-use survey, which was sent out to all caseworkers involved in the program. Case-
46
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2585516_0048.png
workers were asked to estimate the average time spent on a meeting, including time for
preparation before the meeting, time spent on the actual meeting as well as time spent
on documentation and other activities after the meeting. Taken together, caseworkers
spent on average 75 minutes per meeting and 225 minutes in total for the three ex-
tra meetings in the program,
34
corresponding to 2.5% of the monthly working hours.
Next, based on calculations made by the PES, we assume that the average caseworker
wage equals the average wage obtained by the workers in our target population. With
the monthly production,
y,
normalized to one, the average wage is 0.96. We also add
overhead costs for premises, adminstration and managers, estimated to roughly 30%.
In total, the estimated program cost is 0.026 of monthly production.
The welfare effects of the program summarize a number of distinct elements. First,
we have the resources spent on the program,
c
p
, assumed to be funded by a non-
distortionary tax to avoid complications introduced by tax incentives and their effects
on job search behavior. Second, we have an effect on output, (1
u)y,
of employment
changes induced by the program. Third, we have vacancy costs,
vc
v
, which vary with
the number of open vacancies,
v,
and the cost per vacancy,
c
v
. Fourth, both participants
and non-participants experience search costs as a function of
γ
1
, γ
0
and the number of
applications. Finally, program participation implies a loss of non-market time,
h.
In
total, welfare,
W
(τ ), is given by
−γ
1
a
∗2
h
γ
0
a
∗2
1
0
+
τ
W
(τ ) = (1
u)y
+
u
(1
τ
)
1+
r
1+
r
δ(1
u)τ c
p
vc
v
.
(18)
8.4
Results
We now turn to the simulation results. Initially, Panel A of Table A-5 in the appendix
assesses the model fit, displaying the difference between the moments implied by the
This takes costs associated with cancelled meetings into account since the survey also asked how
often meetings were cancelled and how much time that was lost due to cancelled meetings. These
events account for 3 of the total 75 minutes per meeting.
34
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model and the data moments. Generally, the fit is good: the program effects on the
job-finding rate and the wage rate all match perfectly, as do the aggregate statistics.
Panel B of Table A-5 in the appendix presents the model estimates. Let us comment
on some of the estimates. The estimate of
ω
implies that the participants have a higher
probability to be drawn from the pool of candidates, leading to a higher success rate
per application. Participants also have higher search costs than non-participants (γ
1
>
γ
0
). The higher success rate per application combined with the increased search costs
imply that participants apply to roughly the same number of jobs as non-participants.
This is consistent with the analyses of the mechanisms, which suggest that program
participants receive more vacancy referrals, leading to a higher job-finding rate even
though they do not apply for more jobs.
Figure 3 presents simulation results for different shares of participants, including a
full-scale roll-out. Recall that the reduced form estimates show that the participants
find jobs faster, and that the non-participants find jobs at a lower rate due to dis-
placement of jobs. The simulation results are qualitatively similar, with a matching
rate almost four percentage points, or around 15%, higher for participants compared
to non-participants. We also see that the matching rate for both participants and
non-participants are decreasing in the treatment share, since a larger share of partic-
ipants creates more search congestion. Overall, however, the aggregate matching rate
increases with the share of program participants. Figure 3 also shows that participants
receive lower wages than non-participants, and that wages for both groups are decreas-
ing in the treatment share. The latter is because more participants create more search
congestion, which lowers the outside options of all workers. The higher matching rate
and the lower wages induce firms to create more vacancies, so that market tightness is
increasing in the share of participants.
Overall, the results in Figure 3 imply that unemployment decreases with the share of
program participants. Increasing the share of participants from 0 to 100 percent lowers
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the unemployment rate by around 0.2 percentage points, implying that the net effect of
the JSA program on unemployment is positive. Next, column 1 in Table 13 summarizes
the impact on unemployment, and evaluates the impact on government expenditure
and welfare. We see that that the JSA program reduces government spending, and
that a full-scale roll-out of the program gives the lowest costs. Besides the case with
monthly productivity normalized to one, the change in government expenditures is also
calculated under the assumption that the monthly productivity is SEK 25,000 (average
wage rate for the target population). These calculations show that a full-scale roll-out
would decrease government expenditures by SEK 16 (≈ Euro 1.6 ) per worker, i.e. a
small effect. This means that the decrease in benefit payments as a result of the lower
unemployment rate is of roughly the same magnitude as the direct program costs.
Figure 3: Simulation results for different shares of participants
.961
.32
Matching rate
Wage rate
Treated
Average
0
.2
.4
Non-treated
.28
.26
.957
.958
.959
.96
.3
.24
Treated
0
.2
.4
Non-treated
.6
.8
1
Share treated
.6
.8
1
Share treated
(a) Matching rate
.36
7.75
(b) Wages
.35
Unemployment rate (%)
0
.2
.4
.6
.8
1
Market tightness
.34
.33
.32
.31
7.55
0
7.6
7.65
7.7
Share treated
.2
.4
Share treated
.6
.8
1
(c) Market tightness
(d) Unemployment rate
We next study the welfare implications, which also take changes to search costs,
non-market time, and vacancy costs into account. The simulation results in column 1
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in Table 13 reveal that welfare is decreasing in the share of participants. Thus, the
positive effect on production from the decreased unemployment rate cannot compensate
for the decreased value of non-market time (participants loose non-market time), the
direct program costs, and the increased vacancy costs induced by the increased vacancy
rate.
Table 13: Model predictions for the equilibrium search model
Main model
Face-to-
face and
distance
meetings
(2)
-0.163
-0.001
-18.5
-0.002
Sensitivity analyses
Delayed
vacancy
model
(3)
-0.321
-0.002
-42.0
0.002
Treatment
share
25%
(4)
0.004
0.000
4.8
-0.003
Treatment
share
20%
(5)
0.069
0.001
14.2
-0.004
(1)
Experiment (τ
= 0.31)
Unemployment (measured in %)
Government expenditure
Government expenditure (SEK)
Welfare
Full-scale roll-out
Unemployment (measured in %)
Government expenditure
Government expenditure (SEK)
Welfare
-0.048
-0.000
-1.9
-0.002
-0.228
-0.001
-16.1
-0.007
-0.599
-0.003
-69.4
-0.004
-0.988
-0.005
-128.2
0.006
-0.083
0.000
5.2
-0.009
0.094
0.001
27.7
-0.012
Note: Outcomes are normalized with the monthly output per worker set to 1.
8.5
Sensitivity analyses
We now present results from several sensitivity analyses. One result from the reduced
form analyses is that face-to-face and distance meetings increase the job-finding rate,
whereas the group meetings do not. The first sensitivity analyses therefore excludes
group meetings. To this end, the data moments are re-estimated using only the offices
with face-to-face and distance meetings. We also re-calculate the program costs; face-to-
face and distance meetings are more expensive than group meetings (0.031 of monthly
production compared to 0.026 for all three meeting types). In all other respects the
estimations are the same as before. The results from this exercise in column 2 of
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Table 13 indicate a larger reduction of the unemployment rate, and a more substantial
decrease of government spending than for the main analyses. However, welfare is still
decreasing in the share of participants. One reason is the larger loss of non-market time
in this model, i.e. the disutility from attending a face-to-face or a distance meeting
appear to be higher than for a group meeting.
Next, the equilibrium conditions presume that the labor market is in the new steady
state during the experiment, which includes the full demand side response with com-
plete adjustment of vacancies. However, firms may not have time to observe and react
to the new economic environment in the short run and. There was also some evidence
of such a pattern in the data, with vacancies unaffected during the earlier parts and
an increased vacancy rate towards the end of the experiment. One may therefore ex-
pect to see further adjustments of vacancies in the long run if the program was made
permanent. If so, the main analyses underestimate the effect of the program. The
reason is that in the short run, any increased job finding for some participants leads to
search congestion with negative displacement effects for both the non-participants and
other participants. In the long run, however, more job applications and lower wages
induce firms to open more vacancies, which increases the job finding rate for both
participants and non-participants, and this pushes down the unemployment rate. To
explore the implications of this, we estimate an alternative version of our model under
the assumption that job-search activity adjusts during the experiment, but that firms
do not adjust vacancies during the experiment.
35
This delayed vacancy approach assumes that the participants react to the program, and that both
participants and non-participants realize and respond to the fact that the return to an application
is lower during the experiment. However, we assume that firms do not observe that the average
wage and matching rates in the labor market have changed, and therefore post vacancies at the same
rate as before the experiment. Specifically, we assume that the market tightness remains at the pre-
experiment steady state level. We also assume that the wage bargaining is based on the outside options
of the worker, leading to different wages for participants and non-participants. Formally, we estimate
the model under the assumption that the labor market is in a steady-state equilibrium before the
experiment. During the experiment, market tightness remains at the pre-experiment level. However,
the number of applications and wages adjust during the experiment and are given by equations (5),
(7) and (15). Under these assumptions, we re-estimate the model and simulate the new steady state,
allowing for the full demand side response with a complete adjustment of vacancies.
35
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As expected, this delayed vacancy approach, predicts a larger reduction of unem-
ployment and government expenditures (down by about SEK 85 per worker) than in
the main analyses. Also, interestingly, the welfare effects are now reversed with posi-
tive welfare effects compared to the negative welfare effects found in the main analyses.
In fact, the highest level of welfare is now obtained with a full-scale roll-out of the
program, suggesting that the JSA program may also be welfare enhancing.
Finally, in the main analyses, the share of participants is set to the share in the target
population. However, if non-participants outside the experiment, such as the stock of
unemployed before the experiment and the inflow to the non-target population, also
are subject to displacement effects, this implies a lower treatment share. We therefore
explore setting the share of participants to 0.25 and 0.20. The displacement effects is
set to the same level as for the non-participants in the experiment, which means that we
extrapolate the displacement effects for the non-participants in the target population
to the non-participants outside the target population. By construction, this leads to
less positive effects. Table 13 shows that the share of participants in the main analyses
(31%) implies a non-negligible reduction of the unemployment rate (0.2 percentage
points) of a full-scale roll-out of the program. In contrast, a treatment share of 25%
implies a smaller decrease of the unemployment rate (0.08 percentage points), and
with 20% treated program participants, the unemployment rate increases with 0.09
percentage points).
9
Conclusions
This paper has evaluated direct and displacement effects of job search assistance, using
a large-scale two-level randomized experiment. The JSA program more than doubled
the frequency of meetings with caseworkers at the local public employment office during
the first quarter of unemployment. In line with the previous literature on job search
52
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assistance, we find that treated job seekers exit unemployment faster than non-treated
job seekers. By exploring detailed data on caseworkers’ actions and job seekers’ search
behavior, we show that the driving mechanism behind the direct effect is an increased
amount of vacancy referrals passed on from caseworkers to job seekers. This suggests
that caseworkers play an important role in bringing job seekers back to work, but also
that it is crucial
how
the extra assistance is designed. We also show that more informa-
tion about vacancies does not lead to broader search, but rather streamlines the search
process by pointing job seekers to the most relevant jobs early in the unemployment
spell.
By comparing different meeting formats we find additional support for the impor-
tance of vacancy referrals as the driving mechanism. The two meeting types that
involve more referrals—face-to-face meetings and distance meetings—are equally ef-
fective in bringing individuals back to work. In contrast, group meetings show no
increase in referrals and are also less effective. A likely explanation is that it is difficult
to prepare and discuss suitable vacancies during group meetings. Since technological
advancements make distance communication a convenient complement to traditional
face-to-face assistance, the fact that the distance meetings perform well is a highly
policy-relevant finding.
The experiment was explicitly designed to detect displacement. In addition to the
positive direct effects for the treated, we indeed find substantial displacement effects for
the non-treated. We show that the displacement is not an artifact of the experiment due
to crowding out of resources. Instead the displacement is due to displacement of jobs,
as the competitive advantage for the treated due to the increased number of referrals
have negative effects on the non-treated. This is supported by the fact that we see more
displacement in tight than in slack labor markets. It implies that JSA is more efficient
under favorable labor market conditions. The fact that the JSA program is associated
with important equilibrium effects is consistent with recent findings in the literature
53
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(Cr´pon et al., 2013; Gautier et al., 2018). Even if we find substantial displacement
e
effects, our assessment of the benefits of the JSA programs is more positive than in
these recent studies. Overall, the program reduces unemployment since the positive
direct effect on the exit rate outweigh the negative displacement effect.
To trace out the equilibrium effects of a full-scale roll-out of the program, we develop
and estimate an equilibrium search model. One result is that a full-scale implemen-
tation is associated with decreased unemployment, but because of program costs it
has negligible effects on public spending. The impact on welfare is negative, however,
due to the time costs of participants, direct program costs, and vacancy costs from an
increased vacancy rate. We also show that the overall assessment of a full-scale roll-out
hinges on how broadly the displacement effects hit and to what extent firms react to
the new equilibrium by creating more vacancies. One example is that the welfare effect
reverses to positive when we allow for a delayed vacancy response, taking into account
that it may take time for firms to observe and react to the new market conditions
created by the JSA program.
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58
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Appendix A: Additional Tables and Figures
Table A-1: Sample statistics by treatment status
Variables
Assigned to
program
(1)
33.33
0.542
0.642
0.052
0.868
0.224
0.491
0.285
0.678
0.013
0.036
0.273
30.66
67.42
69.57
63.82
0.431
0.789
0.806
0.706
0.024
0.048
0.027
0.106
14,075
Program
participant
(2)
34.34
0.538
0.692
0.048
0.884
0.206
0.494
0.300
0.700
0.013
0.036
0.251
31.30
69.16
73.08
67.95
0.419
0.787
0.830
0.752
0.025
0.047
0.027
0.122
8,358
Attended at
least one meeting
(3)
35.37
0.544
0.760
0.035
0.920
0.172
0.512
0.316
0.716
0.015
0.033
0.236
31.78
70.44
76.43
73.18
0.400
0.779
0.833
0.793
0.029
0.042
0.027
0.142
3,183
Age
Male
Unemployment benefits
Disabled
Matchable
Education level
Less than high school
High school
College
Place of birth
Sweden
Nordic countries
West Europe
Outside west Europe
Unemployment days
Year t–1
Year t–2
Year t–3
Year t–4
Unemployment spells
Year t–1
Year t–2
Year t–3
Year t–4
No. spells, last 4 yrs
Labor market education
Preparatory education
Labor market training
Subsidized employment
Observations
Notes: Summary statistics, weighted by the intention to treat share.
59
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2585516_0061.png
Table A-2: Impact outside target population
Non-experiment periods 2015
Exit
Unemp.
Unemp.
unemp.
days
days
1st
1st
1st year
quarter
quarter
(1)
(2)
(3)
In a program area
Control mean
Observations
−0.009
(0.008)
0.390
552,816
0.699
(0.419)
73.78
552,816
1.585
(2.188)
187.0
552,816
Non-target population
Exit
Unemp.
Unemp.
unemp.
days
days
1st
1st
1st year
quarter
quarter
(4)
(5)
(6)
0.011
(0.007)
0.535
367,778
−0.727
(0.581)
52.34
367,778
−3.049
(1.973)
162.7
367,778
Notes: Regression of each outcome variable on an indicator for active PES office (“In a program area”) during 2015.
The regressions include year dummies, month dummies, PES office dummies and the control variables in Table 1.
Standard errors in parentheses are clustered at the PES office level.
∗∗∗
p<0.01,
∗∗
p<0.05,
p<0.1.
60
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2585516_0062.png
Table A-3: Heterogenous effects of the JSA program on unemployment
No
college
(1)
College
Born
in
west EU
(3)
0.029
∗∗∗
(0.007)
−0.013
(0.007)
0.427
−3.939
∗∗
(1.809)
3.518
(1.845)
173.1
413,279
Born
outside
west EU
(4)
0.049
∗∗∗
(0.012)
−0.018
∗∗
(0.008)
0.286
−11.692
∗∗∗
(3.827)
4.745
(2.596)
225.9
139,537
Short
unemp.
history
(5)
0.031
∗∗∗
(0.007)
−0.016
∗∗
(0.007)
0.384
−3.429
∗∗
(1.536)
4.035
∗∗
(1.874)
187.9
276,408
Long
unemp.
history
(6)
0.037
∗∗∗
(0.009)
−0.014
(0.008)
0.395
−8.694
∗∗∗
(1.858)
4.260
(2.174)
186.2
276,408
Male
Female
(2)
0.024
∗∗∗
(0.009)
−0.016
(0.008)
0.391
−5.462
∗∗
(2.079)
3.844
(2.166)
181.1
149,982
(7)
0.044
∗∗∗
(0.008)
−0.025
∗∗∗
(0.008)
0.383
−7.937
∗∗∗
(1.972)
6.431
∗∗∗
(1.899)
189.5
303,807
(8)
0.022
∗∗∗
(0.007)
-0.005
(0.008)
0.398
−3.614
∗∗
(1.659)
1.546
(2.442)
183.9
249,009
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Panel A: Exit unemp. 1st quarter
Assigned to program
In a program area
Control mean
Assigned to program
In a program area
Control mean
Observations
0.038
∗∗∗
(0.007)
−0.014
∗∗
(0.007)
0.389
−6.292
∗∗∗
(1.956)
4.075
(2.161)
189.3
402,834
Panel B: Unemp. days 1st year
61
Notes: Regression of each outcome variable on an indicator for active PES office (“In a program area”) and an indicator for active PES
office
×
intention to treat status is treated (“Assigned to program”). The regressions include year dummies, month dummies, PES office
dummies and the control variables in Table 1. Short/long unemployment history is defined as having below/above the median number of
unemployment days during the last four years prior to registration. Standard errors in parentheses are clustered at the PES office level.
∗∗∗
p<0.01,
∗∗
p<0.05,
p<0.1.
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Table A-4: Reduced form estimates used in the equilibrium search model (moment conditions)
Data moment and inverse weight
Main model
Face-to-face and distance
Description
Value in the model
Panel A: Estimated program effects
Exit rate, treated
0.039 (0.010
2
)
Exit rate, non-treated
-0.015 (0.006
2
)
Log wage, treated
-0.002 (0.008
2
)
0.065 (0.010
2
)
-0.017 (0.007
2
)
-0.006 (0.007
2
)
Table 3
Table 3
Table 4
Table 4
Table 5
Table 9
Table 9
0.001 (0.005
2
)
0.029 (0.036
2
)
-0.308 (0.39
2
)
-0.284 (0.22
2
)
0.0002 (0.005
2
)
0.033 (0.033
2
)
-0.273 (0.35
2
)
-0.272 (0.20
2
)
1
(1
(m
1
=
τ
e
))
3
1
(1
(m
0
= 0))
3
1
(1
(m
0
=
τ
e
))
3
1
(1
(m
0
= 0))
3
w
1
e
−w
0
=0
w
0
=0
w
0
e
−w
0
=0
w
0
=0
Log wage, non-treated
Log vacancy rate
Job applications, treated
Job applications, non-treated
v
e
−v
=0
v
=0
a
1
=
τ
e
a
0
=
a
0
=
τ
e
a
0
=
0
0
Panel B: Aggregate statistics
0.37
(0.003
2
)
0.37
(0.003
2
)
1
τ
(1
(m
1
=
τ
e
))
3
(1
τ
)(1
(m
0
=
τ
e
))
3
62
0.077 (0.0001)
0.077 (0.0001)
0.019 (0.001)
0.019 (0.001)
0.60 (0.001)
3.45 (0.052
2
)
3.45 (0.052
2
)
0.60 (0.001)
Exit rate (three months)
Unemployment rate
u
=
τ
e
Vacancy rate
v
=
τ
e
Replacement rate
1
b
w
=0
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Fraction of job seekers in
treated offices who exit for
employment with three
months.
Unemployment rate treated
offices.
Vacancy rate treated offices.
Calculated using information
on vacancies at the municipal
level.
Average replacement rate in
Sweden (ref).
Average number of job
applications in treated offices.
Job applications
a
=
τ
e
¯
Note: Empirical moments used in the estimation of the equilibrium search model. Panel A reports moments from the estimated program effects with variances estimated
in the empirical models. The effects on the number of job applications are re-scaled into IV estimate based on the estimates in Table 9. Moments for the face-to-face and
distance meeting model are estimated in the same way as the main model. Panel B reports moments in the form of aggregate statistics for the treated areas. For exit rate
and job applications variances across unit are used. Unemployment rate, vacancy rate and replacement rate do not have estimated variances. Here, the variances are set to
capture that the unemployment rate is measured precisely, whereas the vacancy rate and replacement rate are less precisely estimated.
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Table A-5: Model fit and model estimates for the equilibrium search models
Panel A: Model fit
Moment
Estimated program effects
Exit rate, treated
Exit rate, non-treated
Log wage, treated
Log wage, non-treated
Log vacancy rate
Job applications, treated
Job applications, non-treated
Aggregate statistics
Exit rate (three months)
Unemployment rate
Vacancy rate
Replacement rate
Job applications
Panel B: Model estimates
Parameter
Fixed parameters
Treatment share
Discount rate
Productivity
Estimated parameters
Application cost, non-treated
Application cost, treated
Job destruction rate
Share of vacancies w. pos. surplus
UI benefits
Bargaining power
Vacancy costs
Value of non-market time
Return to application, treated
τ
e
r
y
Estimates
0.31
0.008
1
0.039
-0.015
-0.002
0.0002
0.033
-0.273
-0.272
Deviation from the moments
0.000
-0.000
0.000
-0.001
0.018
0.006
0.080
0.37
0.077
0.019
0.60
3.45
-0.000
-0.000
0.006
-0.001
0.000
γ
0
γ
1
δ
κ
b
β
c
v
h
ω
0.016
0.022
0.024
0.903
0.576
0.584
1.102
0.049
1.426
(0.008)
(0.011)
(0.003)
(0.154)
(0.093)
(0.196)
(1.171)
(0.047)
(0.855)
Note: The table summarizes the model fit and present the model estimates.
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