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The Limits of Mathematics and NP Estimation in ... - Chichilnisky

The Limits of Mathematics and NP Estimation in ... - Chichilnisky

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<strong>The</strong> Impact <strong>of</strong> Government-Sponsored Tra<strong>in</strong><strong>in</strong>gPrograms on the Labor Market Transitions <strong>of</strong>Disadvantaged Men40Lucie Gilbert 1 , Thierry Kamionka 2 <strong>and</strong> Guy Lacroix 31 Human Resources Development Canada2 CREST, CNRS3 CIRPÉE, CIRANO, IZA, Laval University1,3 Canada2 France1. Introduction<strong>The</strong> impact <strong>of</strong> government-sponsored tra<strong>in</strong><strong>in</strong>g programs has been extensively studied <strong>in</strong>the past couple <strong>of</strong> decades. 1 In many countries, such programs have become an <strong>in</strong>tegralpart <strong>of</strong> public policies aim<strong>in</strong>g at enhanc<strong>in</strong>g self-sufficiency among vulnerable groups. Inmost cases program costs have escalated as they have become more comprehensive <strong>and</strong>more systematically used. Not surpris<strong>in</strong>gly, policy makers have shown renewed <strong>in</strong>terest <strong>in</strong>obta<strong>in</strong><strong>in</strong>g accurate <strong>and</strong> reliable estimates <strong>of</strong> their efficacy.<strong>The</strong> discussions surround<strong>in</strong>g the efficacy or desirability <strong>of</strong> tra<strong>in</strong><strong>in</strong>g programs rest on complexmethodological issues. <strong>The</strong> ma<strong>in</strong> concern lies with proper treatment <strong>of</strong> an <strong>in</strong>dividual’sdecision to participate <strong>in</strong> such programs. Severe biases may arise if unobserved <strong>in</strong>dividualcharacteristics that affect the decision to participate are somehow related to the unobservablesthat affect outcomes on the labour market. Two approaches have been proposed <strong>in</strong>the evaluation literature to address the so-called “self-selection” issue. <strong>The</strong> first is the“experimental approach”, based on r<strong>and</strong>om assignment <strong>of</strong> applicants <strong>in</strong>to treatment orcontrol groups. <strong>The</strong> second is the “non-experimental”, or “econometric approach”, <strong>and</strong> relieson non-r<strong>and</strong>om samples <strong>of</strong> participants <strong>and</strong> non-participants. Each approach tackles theself-selection issue from a different angle, but the relative merit <strong>of</strong> each is still the subject <strong>of</strong>debate [see Heckman & Smith (1995), Burtless (1995), Ham & LaLonde (1996), Keane (2010),Leamer (2010)].Most would argue that the “experimental” approach is best suited to elim<strong>in</strong>ate self-selectionbiases <strong>and</strong> provide adequate mean program impacts, however measured. Yet, recently thisview has been challenged by Ham & LaLonde (1996) <strong>in</strong> their important paper. 2 In essencethey argue that r<strong>and</strong>om assignment between control <strong>and</strong> experimental groups provides an1 See Heckman et al. (1999) for a detailed survey.2 A number <strong>of</strong> papers have found evidence <strong>of</strong> biases <strong>in</strong> r<strong>and</strong>omized field experiments. See Card &Hyslop (2005), Card & Hyslop (2009), Brouillette & Lacroix (2010), Kamionka & Lacroix (2008), Créponet al. (2011).

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