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Public Economics Taxation II: Optimal Taxation Iñigo Iturbe-Ormaetxe U. of Alicante Winter 2012 I. Iturbe-Ormaetxe (U. of Alicante) Public Economics Taxation II: Optimal Taxation Winter 2012 1 / 98 Outline 1 Commodity Taxation I: Ramsey Rule 2 Commodity Taxation II: Production E¢ ciency 3 Income Taxation I: Mirrlees Model I. Iturbe-Ormaetxe (U. of Alicante) Public Economics Taxation II: Optimal Taxation Winter 2012 2 / 98 Optimal Commodity Taxation: Introduction Weuse what we know about incidence and e¢ ciency costs to analyze optimal design of commodity taxes What is the best way to design taxes given equity and e¢ ciency concerns? The literature on optimal commodity taxation focuses on linear tax systems Non-linear tax systems are studied with income taxation I. Iturbe-Ormaetxe (U. of Alicante) Public Economics Taxation II: Optimal Taxation Winter 2012 3 / 98 Second Welfare Theorem The starting point is the Second Theorem of Welfare Economics: any Pareto optimal outcome can be achieved as a competitive equilibrium with appropriate lump-sum transfers of wealth This result requires the same assumptions as the First Theorem plus one more (and some convexity requirements): 1 Complete markets (no externalities) 2 Perfect information 3 Perfect competition 4 Lump-sum taxes/transfers across individuals feasible If all assumptions hold, there is no equity-e¢ ciency trade-o¤ and the optimal tax problem is trivial. Implement LSTs that meet distributional goals given revenue requirement Problem: information I. Iturbe-Ormaetxe (U. of Alicante) Public Economics Taxation II: Optimal Taxation Winter 2012 4 / 98
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