Mathematiker

David Gale

1921 - 2008

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Seine Biografie ist in 15 verschiedenen Sprachen auf Wikipedia verfügbar. David Gale ist der 747th beliebteste Mathematiker (gesunken vom 684th im Jahr 2024), die 7,120th beliebteste Biografie aus Vereinigte Staaten (gesunken vom 5,967th im Jahr 2019) und der 56th beliebteste aus den Vereinigte Staaten Mathematiker.

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Among Mathematikers

Among mathematikers, David Gale ranks 747 out of 1,004Before him are Wilhelm Killing, Vaughan Jones, Solomon W. Golomb, Abu'l-Hasan al-Uqlidisi, Gregory Chaitin, and Charles Fefferman. After him are Stanisław Mazur, Giuseppe Veronese, Guido Castelnuovo, Leonard Nelson, Mikhail Lavrentyev, and Maxim Kontsevich.

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Contemporaries

Among people born in 1921, David Gale ranks 304Before him are Kees de Jager, Jacques Martin, Ely, Nancy Kelly, Piero Carini, and Juan José Arreola. After him are Wu Xueqian, Nando González, Henri Alleg, Michel Boisrond, William Roth, and Willie Waddell. Among people deceased in 2008, David Gale ranks 238Before him are Giovanni Viola, Abdulah Gegić, William Wharton, Janwillem van de Wetering, Nikolai Baibakov, and Xie Jin. After him are Heinz Wewers, Leonard Rosenman, Wu Xueqian, Tom Lantos, Ola Brunkert, and John Templeton.

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In Vereinigte Staaten

Among people born in Vereinigte Staaten, David Gale ranks 7,122 out of NaNBefore him are Paul Lockhart (1956), Charles Fefferman (1949), Skeeter Davis (1931), Karen Wetterhahn (1948), Dick Savitt (1927), and Leila Hyams (1905). After him are Charles W. Misner (1932), Gram Parsons (1946), Ben Sharpsteen (1895), David Belasco (1853), Sheila E. (1957), and Jello Biafra (1958).

Among Mathematikers In Vereinigte Staaten

Among mathematikers born in Vereinigte Staaten, David Gale ranks 56Before him are Joseph Keller (1923), Daniel Quillen (1940), Gladys West (1930), Solomon W. Golomb (1932), Gregory Chaitin (1947), and Charles Fefferman (1949). After him are Curtis T. McMullen (1958), Hassler Whitney (1907), Daniel Lewin (1970), Rudy Rucker (1946), Morris Kline (1908), and Edward O. Thorp (1932).

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