Titlebook: Reminiscences of a Statistician; The Company I Kept E. L. Lehmann Book 2008 Springer-Verlag New York 2008 data analysis.history of statisti

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Early Collaborators,most of my research was collaborative. This was not a deliberate policy on my part but resulted from my delight in being part of a community of congenial colleagues with shared interests. In fact, these professional relations transcended the confines of joint work and became lifelong friendships. I

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Mathematical Statistics at Other Universities, political event, the requirement of the faculty to sign an anti-Communist loyalty oath. This led to turmoil and bitterness, which made it difficult to work. It seemed a good time to leave Berkeley for a while, and to broaden my horizons through visiting appointments at other universities.

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The Annals,y Carver, Sam Wilks, Ted Anderson, and myself. At that time, the editor was responsible not only for the contents of the journal but also for the production and business side. As the size of the . grew to over 1800 pages, this became too much of a burden. Consequently, in 1964 the editor, Joe Hodges

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The Berkeley Statistics Department I: Establishment and First Generation, thought of two or three undergraduate courses, and a similar number of graduate courses taught by Neyman and perhaps one or two younger people. That things turned out very differently was due to two factors: Neyman’s ambition and energy, and the explosive development of the field of statistics in t

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Foundations I: The Frequentist Approach, fully articulate this was the applied mathematician Richard von Mises, who constructed such models for a number of disciplines. One of these was his 1919 model for frequentist probability. An alternative subjective concept of probability was axiomatized slightly later by Bruno de Finetti and Frank

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Foundations II: Bayesianism and Data Analysis,he unknown aspect was specified by certain parameters θ, which were unknown constants. A different approach, later called Bayesian, was developed by Savage (1954) following earlier work of Ramsey and de Finetti. It was based on the assumption, justified by axioms of rational behavior, that θ was a r

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