Mathematiker

John Tate

1925 - 2019

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Seine Biografie ist in 32 verschiedenen Sprachen auf Wikipedia verfügbar. John Tate ist der 149th beliebteste Mathematiker (gestiegen vom 549th im Jahr 2024), die 1,218th beliebteste Biografie aus Vereinigte Staaten (gestiegen vom 4,533rd im Jahr 2019) und der 9th beliebteste aus den Vereinigte Staaten Mathematiker.

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Among Mathematikers

Among mathematikers, John Tate ranks 149 out of 1,004Before him are Mikhail Ostrogradsky, John G. Kemeny, Gabriel Lamé, George Pólya, Lars Ahlfors, and Joseph Liouville. After him are Georg von Peuerbach, Vincenzo Viviani, Marian Rejewski, Andrey Markov, Colin Maclaurin, and Michel Rolle.

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Contemporaries

Among people born in 1925, John Tate ranks 67Before him are Ieng Sary, Dietrich Fischer-Dieskau, Bill Gates Sr., Andrea Camilleri, Robert Venturi, and Oliver Smithies. After him are Wong Fei-hung, Jean Tinguely, Michael Halliday, Joshua Lederberg, Frei Otto, and Tom Gehrels. Among people deceased in 2019, John Tate ranks 52Before him are Lee Radziwill, Marie Laforêt, Sydney Brenner, Andrea Camilleri, Giya Kancheli, and Roger Etchegaray. After him are John Robert Schrieffer, Ágnes Heller, Lennart Johansson, Yasuhiro Nakasone, Godfried Danneels, and Sigmund Jähn.

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In Vereinigte Staaten

Among people born in Vereinigte Staaten, John Tate ranks 1,218 out of NaNBefore him are Marco Rubio (1971), Robert Venturi (1925), Linda Hunt (1945), Gerald Edelman (1929), Mark Milley (1958), and Paul Lauterbur (1929). After him are Bette Midler (1945), Kirstie Alley (1951), Murray Rothbard (1926), Colin Powell (1937), Roberta Flack (1937), and Stephen Covey (1932).

Among Mathematikers In Vereinigte Staaten

Among mathematikers born in Vereinigte Staaten, John Tate ranks 9Before him are Norbert Wiener (1894), Katherine Johnson (1918), Herbert A. Hauptman (1917), Jim Simons (1938), Claude Shannon (1916), and Paul Cohen (1934). After him are Mary Jackson (1921), Edward Norton Lorenz (1917), Alonzo Church (1903), Karen Uhlenbeck (1942), Richard S. Hamilton (1943), and Lloyd Shapley (1923).

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