Peter A. Diamond
From Wikipedia, the free encyclopedia
Peter Arthur Diamond (born April 29, 1940) is an American economist known for his analysis of U.S. Social Security policy and his work as an advisor to the Advisory Council on Social Security in the late 1980s and 1990s.
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[edit] Education and career
Diamond earned a bachelor's degree in mathematics from Yale University in 1960 and defended a Ph.D. at the Massachusetts Institute of Technology in 1963. He was an assistant professor at the University of California, Berkeley from 1964-65 and an acting associate professor there before joining the MIT faculty as an associate professor in 1966. Diamond was promoted to full professor in 1970, served as head of the Department of Economics in 1985-86 and was named an Institute Professor in 1997.
In 1968, Diamond was elected a fellow of the Econometric Society. In 2003, he served as president of the American Economic Association and has served as president of the Econometric Society. He is a member of the National Academy of Sciences and a Fellow of the American Academy of Arts and Sciences. Fellow of the American Academy of Arts and Sciences (1978), and Member of the National Academy of Sciences (1984), and is a Founding Member of the National Academy of Social Insurance (1988). Diamond was the 2008 recipient of the Robert M. Ball Award for Outstanding Achievements in Social Insurance, awarded by NASI.[1]
[edit] Professional activity
Diamond has made fundamental contributions to a variety of areas, including government debt and capital accumulation, capital markets and risk sharing, optimal taxation, search and matching in labor markets, and social insurance.
[edit] Diamond (1965) – possibility of dynamic inefficiency
Diamond (1965) extended the representative agent growth model, where there is a fixed measure of infinitely-lived individuals, to a model where new individuals are continually being born and old individuals are contuunally dying.
Since individuals born at different times attain different utility levels, it is not clear how to evaluate social welfare. One of the main results of this paper is that the decentralized equilibrium might be dynamically Pareto efficient even though it is ex ante inefficient.
[edit] Diamond and Mirrlees (1971) – "Diamond-Mirrlees Efficiency Theorem"
Diamond and Mirrlees (1971) provide sufficient conditions for a second best Pareto efficient allocation with linear commodity taxation to require efficient production when a finite set of consumers have continuous single-valued demand functions.
In simple words, if the government has access to lump-sum taxation they should treat production and distribution separately and not introduce taxes or subsidies which might create inefficiencies on the production side of the economy.
[edit] Diamond (1982) – labor market search and match
Diamond (1982) is one of the first papers which explicity models firm and worker heterogeneity and how the search process might result in equilibrium unemployment.
[edit] Social Security policy
Diamond has focused much of his professional career on the analysis of U.S. Social Security policy as well as its analogs in other countries, such as China. In numerous journal articles and books, he has presented analyses of social welfare programs in general and the American Social Security Administration in particular. He has frequently proposed policy adjustments, such as incremental but small increases in social security contributions using actuarial tables to adjust for changes in life expectancy and an increase in the proportion of earnings that are subject to taxation.
