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X-WR-CALNAME;VALUE=TEXT:Reverse AGT Workshop: Optimal Taxation
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SUMMARY:Reverse AGT Workshop: Optimal Taxation
DESCRIPTION:<p><strong>Reverse AGT Workshop: </strong>"Optimal Taxation"</p><p><a href="internal:/reverse-agt-workshops" data-url="http://crcs.seas.harvard.edu/reverse-agt-workshops"><strong>About this series:</strong></a><br> At the Reverse AGT Workshop local economists will present an area of economic study for an algorithmic game theory (AGT) audience. The presentations will include a brief introduction to the area and several current research topics.  The schedule includes ample time for discussion to make connections to related research in AGT and to highlight research questions that methods from AGT might help to answer. This series is organized by Glen Weyl, Brendan Lucier, and Jason Hartline<br> <br> <br> <strong>Program:</strong><br> <br> 1:00: Glen Weyl: Introduction to Optimal Redistributive Taxation<br> 1:30: Q/A and discussion<br> <br> <span class="aBn" data-term="goog_1775322621"><span class="aQJ">1:45</span></span>: Stefanie Stantcheva: Approximating Optimal Tax Systems<br> <span class="aBn" data-term="goog_1775322622"><span class="aQJ">2:15</span></span>: Q/A and discussion<br> <br> <span class="aBn" data-term="goog_1775322623"><span class="aQJ">2:30</span></span>: Benjamin Lockwood: Optimal Income Taxation with Misoptimizing Consumers<br> <span class="aBn" data-term="goog_1775322624"><span class="aQJ">3:00</span></span>: Q/A and discussion<br> <br> <span class="aBn" data-term="goog_1775322625"><span class="aQJ">3:15</span></span>: Coffee and cookies<br> <span class="aBn" data-term="goog_1775322626"><span class="aQJ">3:45</span></span>: Summary discussion and closing comments<br> <br> <br><strong> Abstracts:</strong><br> <br> Introduction to Optimal Redistributive Taxation<br> Glen Weyl (Microsoft Research)<br> <br> I will give a brief introduction to the theory of utilitarian optimal redistributive taxation proposed by Vickrey (1945) based on insurance behind the veil of ignorance.  I will mostly focus on the types of models studied and results obtained, rather than on techniques used.  I will discuss the veil of ignorance argument for utilitarianism, the optimal linear income tax, the nonlinear income tax problem, the optimal top tax rate, the Atkinson Stiglitz theorem, tagging, the taxation of leisure complements and, briefly,  a few more recent results that I find particularly interesting.<br> <br> <br> Approximating Optimal Tax Systems<br> Stefanie Stantcheva (Harvard Economics)<br> <br> In this talk, I will highlight how complex dynamic optimal tax systems are in realistic settings. I will show how economists have tried to simplify the optimal systems numerically. I will then argue that it is crucial to have a theory of approximation of optimal tax systems that can be applied in a consistent manner to different environments and tax problems. I will propose directions along which to think about this and present the beginning of the work I am doing on this.<br> <br> <br> Optimal Income Taxation with Misoptimizing Consumers<br> Benjamin Lockwood (Harvard Business School)<br> <br> This paper studies optimal redistributive income taxation in the presence of psychological frictions. We augment familiar formulas for optimal taxes using “sufficient statistics” for misoptimization, which abstract from the underlying behavioral model generating misoptimization. We show that corrections are likely to be strongest at the bottom of the income distribution, and we clarify conditions under which the planner should work to correct or exacerbate misoptimization. Finally, we show how this approach can be implemented empirically, using reduced-form evidence about responses to the Earned Income Tax Credit to estimate the degree of misoptimization. Simulations suggest that this type of misoptimization generates substantial optimal work subsidies for low income individuals.  Joint with Dmitry Taubinsky.</p>
LOCATION:20 University Road, Room 646
STATUS:CONFIRMED
DTSTART:20141124T180000Z
DTEND:20141124T210000Z
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