Kenneth Joseph Arrow (born August 23, 1921) is an American economist, winner of the Bank of Sweden Prize in Economic Sciences (widely called the Nobel Prize in Economics) in 1972, and the youngest person ever to receive this award, at 51. He is considered one of the founders of modern (post World War II) neo-classical economics.
His most significant works are his contributions to social choice theory, notably "Arrow's impossibility theorem", and his work on general equilibrium analysis. He has also provided foundational work in many other areas of economics, including endogenous growth theory and information economics.
He earned a Bachelor's degree from the City College of New York in 1940. At Columbia University, he received a Master's degree in 1941. From 1946 to 1949 he spent his time partly as a graduate student at Columbia and partly as a research associate at the Cowles Commission for Research in Economics at the University of Chicago. During that time he also held the rank of Assistant Professor in Economics at the University of Chicago. In 1951 he earned his Ph.D. from Columbia. He is currently the Joan Kenney Professor of Economics and Professor of Operations Research, Emeritus at Stanford University. He was one of the recipients of the 2004 National Medal of Science, the nation's highest scientific honor, presented by President George W. Bush for his contributions to research on the problem of making decisions using imperfect information and his research on bearing risk.
General Possibility Theorem: It is impossible to formulate a social preference ordering that satisfies the following conditions (paraphrased):
The theorem has tremendous implications for welfare economics and theories of justice. It was extended by Amartya Sen to the liberal paradox which argued that given a status of "Minimal Liberty" there was no way to obtain Pareto optimality, nor to avoid the problem of social choice of neutral but unequal results.
An example of this would be to have the following choices to divide a cake between three people. Let us call them A, B and C.
Choice 1: A gets nothing, B and C get half each. Choice 2: B gets nothing, A and C get half each. Choice 3: C gets nothing, A and B get half each. Choice 4: divide the cake equally.
Thus choice 4 would be third from the top in everyone's list, and would, in any direct choice lose 2 to 1 against an unequal distribution. Since all of these choices are Pareto-optimal - no one's welfare can be improved without reducing the welfare of others - choice 4 would not be chosen, since there would always be other preferred choices.
1921 births | Living people | American economists | John von Neumann Theory Prize Winners | Nobel Prize in Economics winners | Voting theorists | Game theorists | Members and associates of the US National Academy of Sciences | Jewish-American scientists | Fellows of the Econometric Society | Fellows of the Econometric Society elected in 1951
কেনেথ অ্যারো | Kenneth Arrow | Kenneth Arrow | Kenneth Arrow | Kenneth Arrow | Kenneth Arrow | קנת' ג'יי. ארו | ケネス・アロー | Kenneth Arrow | Kenneth Arrow | Эрроу, Кеннет Джозеф | Kenneth Joseph Arrow | Kenneth Arrow | Kenneth Arrow | 肯尼斯·约瑟夫·阿罗
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