MATHEMATICIAN

Michael Artin

1934 - Today

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Michael Artin (German: [ˈaʁtiːn]; born 28 June 1934) is an American mathematician and a professor emeritus in the Massachusetts Institute of Technology Mathematics Department, known for his contributions to algebraic geometry. Read more on Wikipedia

His biography is available in different languages on Wikipedia. Michael Artin is the 658th most popular mathematician (down from 616th in 2019), the 4,049th most popular biography from Germany (down from 3,997th in 2019) and the 76th most popular German Mathematician.

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Among MATHEMATICIANS

Among mathematicians, Michael Artin ranks 658 out of 1,004Before him are Dai Zhen, Haskell Curry, William Burnside, Johan Jensen, Aleksey Krylov, and Olga Taussky-Todd. After him are Ludwig Schläfli, Oswald Veblen, Mihailo Petrović, Robert Simson, Georg Stiernhielm, and Alfréd Rényi.

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Contemporaries

Among people born in 1934, Michael Artin ranks 297Before him are Anna Kashfi, Antigone Costanda, Roger Norrington, Johnny Haynes, Ian Richardson, and Anna Maria Ferrero. After him are Piet Dankert, Settela Steinbach, Jimmy Fontana, Oscar Cruz, Claudio Scimone, and Vilhjálmur Einarsson.

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In Germany

Among people born in Germany, Michael Artin ranks 4,051 out of 7,253Before him are Joselu (1990), Gustav Lange (1830), Gabriele Seyfert (1948), Johann Georg, Duke of Saxe-Weissenfels (1677), Jörg Meuthen (1961), and Ludwig Adolph Timotheus Radlkofer (1829). After him are Ludwig Biermann (1907), Gernot Rohr (1953), Leopold I, Prince of Lippe (1767), Torsten Frings (1976), Roman Weidenfeller (1980), and Princess Augusta of Saxe-Meiningen (1843).

Among MATHEMATICIANS In Germany

Among mathematicians born in Germany, Michael Artin ranks 76Before him are Max Noether (1921), Carl Adam Petri (1926), Martin Ohm (1792), Heinrich Martin Weber (1842), Grete Hermann (1901), and Ludwig Bieberbach (1886). After him are Johann Schreck (1576), Johann Karl Burckhardt (1773), Karl Georg Christian von Staudt (1798), Emil Julius Gumbel (1891), Hans Carl Friedrich von Mangoldt (1854), and Heinz Prüfer (1896).