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BEGIN:VEVENT
DTSTAMP:20120214T133740Z
DTSTART;TZID=America/Chicago:20091109T120000
DTEND;TZID=America/Chicago:20091109T120000
SUMMARY:Professor Vijay Vazirani of Georgia Tech
CREATED:20091102T130000Z
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  -->  Can Complexity Theory Ratify the Invisible Hand of the Market? Abs
 tract:  <!-- /* Font Definitions */ @font-face {font-family:"Cambria Mat
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 .Section1 {page:Section1\;} --> It is not from the benevolence of the bu
 tcher\, the brewer\, or the baker\, that we expect our dinner\, but from
  their regard for their own interest. Each participant in a competitive 
 economy is led by an invisible hand to promote an end which was no part 
 of his intention.-Adam Smith\, 1776.With his treatise\,The Wealth of Nat
 ions\, 1776\, Adam Smith initiated the field of economics\, and his famo
 us quote provided this field with its central guiding principle. The pio
 neering work of Walras (1874) gave a mathematical formulation for this s
 tatement\, using his notion of market equilibrium\, and opened up the po
 ssibility of a formal ratification. Partial ratification came with the c
 elebrated Arrow-Debreu Theorem (1954)\, which established existence of e
 quilibrium in a very general model of the economy\; however\, an efficie
 nt mechanism for finding an equilibrium has remained elusive. The latter
  question was taken up in the earnest within theoretical computer scienc
 e a decade ago\, and attention soon gravitated on markets under piecewis
 e-linear\, concave utility functions. As it turned out\, the recent reso
 lution of this open problem did not yield the hoped-for mechanism\; howe
 ver\, it did mark the end of the road for the current approach. It is no
 w time to step back and plan a fresh attack\, using the powerful tools o
 f modern complexity theory and algorithms.After providing a summary of k
 ey developments through the ages and a gist of the recent results\, we w
 ill discuss some ways of moving forward. (Based in part on recent work w
 ith Mihalis Yannakakis.)Bio:  <!-- /* Font Definitions */ @font-face {fo
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 -paper-source:0\;} div.Section1 {page:Section1\;} --> Vijay Vazirani got
  his Bachelor's degree from MIT in 1979\, his Ph.D. from U.C. Berkeley i
 n 1983\, and is currently Professor of Computer Science at Georgia Tech.
  His research career has been centered around the design of algorithms\,
  together with work on complexity theory\, cryptography\, coding theory\
 , and game theory. He is best known for his work on efficient matching a
 lgorithms (1980's)\, some fundamental complexity-theoretic results obtai
 ned using randomization (1980's)\, approximation algorithms for some bas
 ic NP-hard optimization problems (1990's)\, and efficient algorithms for
  computing market equilibria (current). In 2001 he published what is wid
 ely viewed as the definitive book on approximation algorithms. The book 
 has been translated into Japanese\, French and Polish\, and Persian and 
 Chinese translations are forthcoming. In 2005 he initiated work on a com
 prehensive volume on algorithmic game theory\; the co-edited volume appe
 ared in 2007.
LAST-MODIFIED:20091102T130000Z
LOCATION:2405 Siebel Center
CATEGORIES:Lecture
CONTACT:Mark Faust
ORGANIZER:mfaust@illinois.edu
URL:http://illinois.edu/calendar/detail/2654?key=2000010120000101147109
UID:147109@illinois.edu
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