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Arnold Zellner

Arnold Zellner (January 2, 1927 – August 11, 2010) was an American economist and statistician specializing in the fields of Bayesian probability and econometrics. Zellner contributed pioneering work in the field of Bayesian analysis and econometric modeling.

Zellner not only provided many applications of Bayesian analysis but also a new information-theoretic derivation of information processing rules that are 100% efficient — this class includes Bayes's theorem. In econometric modeling, he developed, in association with Franz Palm, the structural time-series approach for constructing new models and for checking the adequacy of old models. In addition, he was involved in many important applied econometric and statistical studies.

Born in Brooklyn, New York, to Ukrainian immigrant parents, Zellner earned his A.B. in physics from Harvard University in 1949 and his Ph.D. in economics from the University of California, Berkeley, under supervision of George Kuznets, in 1957. He held honorary degrees from the Autonomous University of Madrid in Spain, the Universidade Técnica de Lisboa in Portugal, the University of Kiel in Germany, and the Erasmus School of Economics at Erasmus University Rotterdam in the Netherlands.

He was H.G.B. Alexander Distinguished Service Professor Emeritus of Economics and Statistics at the Graduate School of Business of the University of Chicago. He was the founder of the International Society for Bayesian Analysis and also served as President of the American Statistical Association in 1991.

He died on August 11, 2010, in his home in Hyde Park, Chicago. Provided by Wikipedia
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  1. 1

    Statistics, econometrics, and forecasting by Zellner, Arnold

    Published 2004
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  2. 2

    The economics of marine resources and conservation policy : the Pacific halibut case study with commentary

    Published 2003
    Other Authors: “…Zellner, Arnold…”
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  3. 3

    Simplicity, inference and modeling : keeping it sophisticatedly simple

    Published 2002
    Other Authors: “…Zellner, Arnold…”
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