TY - JOUR AU - Kaplow, Louis TI - A Distribution-Neutral Perspective On Tax Expenditure Limitations JF - National Bureau of Economic Research Working Paper Series VL - No. 22733 PY - 2016 Y2 - October 2016 DO - 10.3386/w22733 UR - http://www.nber.org/papers/w22733 L1 - http://www.nber.org/papers/w22733.pdf N1 - Author contact info: Louis Kaplow Harvard University Hauser 322 Cambridge, MA 02138 Tel: 617/495-4101 Fax: 617/496-4880 E-Mail: meskridge@law.harvard.edu M1 - published as Louis Kaplow. "A Distribution-Neutral Perspective on Tax Expenditure Limitations," in Robert A. Moffitt, editor, "Tax Policy and the Economy, Volume 31" University of Chicago Press (2017) M3 - presented at "Tax Policy and the Economy", September 22, 2016 AB - A recent wave of literature, partly motivated by presidential campaign tax reform plans, analyzes tax expenditure limitation proposals. These reforms are often advanced not only, or even primarily, because they reduce distortions caused by favoritism for some types of expenditures over others. Largely they are urged for a number of other reasons: on distributive grounds, because the resulting broader base enables lower marginal tax rates and hence less distortion of labor effort and other margins, and to raise revenue without requiring higher marginal tax rates. It is generally recognized that the particular results on these dimensions are heavily dependent on what sorts of rate adjustments are used to return the proceeds to taxpayers. Often, revenue neutrality is assumed. This essay advances a complementary, distribution-neutral perspective on the analysis of tax expenditure limitations. Distribution-neutral implementation provides an illuminating benchmark against which to understand prior analysts’ large number of results and, more importantly, clarifies the analysis, particularly of the distribution-distortion tradeoff. The central lessons contradict the common belief that one can have less distortion of labor supply through lower marginal tax rates while also maintaining or enhancing progressivity. ER -