Matemático

Alexander Gelfond

1906 - 1968

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Sua biografia está disponível em 21 idiomas na Wikipédia. Alexander Gelfond é o 622º matemático mais popular (subiu do 631º em 2024), a 1341ª biografia mais popular da Rússia (subiu do 1490ª em 2019) e o 39º matemático mais popular da Rússia.

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Among Matemáticos

Among matemáticos, Alexander Gelfond ranks 622 out of 1,004Before him are Michael Freedman, Kushyar Gilani, Martin Ohm, Eduard Čech, Ilia Vekua, and Francesco Faà di Bruno. After him are Heinrich Martin Weber, René de Saussure, Alfred Pringsheim, Leonard Eugene Dickson, Serge Lang, and Willem 's Gravesande.

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Contemporaries

Among people born in 1906, Alexander Gelfond ranks 216Before him are Dmitry Likhachov, Mohammad Kazem Shariatmadari, Charles Malik, Karl Sesta, František Svoboda, and Laurens van der Post. After him are Juan Modesto, Bernhard Britz, V. J. Sukselainen, A. J. P. Taylor, Friz Freleng, and René David. Among people deceased in 1968, Alexander Gelfond ranks 132Before him are J. L. B. Smith, Rose Wilder Lane, Segismundo Casado, Ibrahim Moustafa, Mercedes de Acosta, and Panagiotis Pavlidis. After him are Joseph Keilberth, Dorothy Garrod, Ali Fuat Cebesoy, Leo Huberman, Harold D. Babcock, and Jón Leifs.

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In Rússia

Among people born in Rússia, Alexander Gelfond ranks 1,341 out of NaNBefore him are Mikhail Isakovsky (1900), Tatyana Kazankina (1951), Pavel Chistyakov (1832), Alexander Ovechkin (1985), Khariton Laptev (1700), and Anton Delvig (1798). After him are Vladimir Potanin (1961), Simon Vratsian (1882), Bernd Kannenberg (1942), Daniil Granin (1919), Nikolay Beketov (1827), and Albert Shesternyov (1941).

Among Matemáticos In Rússia

Among matemáticos born in Rússia, Alexander Gelfond ranks 39Before him are Solomon Lefschetz (1884), Evgraf Fedorov (1853), Stanisław Leśniewski (1886), Boris Delaunay (1890), Efim Zelmanov (1955), and Jürgen Moser (1928). After him are Dmitri Egorov (1869), Aleksey Krylov (1863), Svetlana Gannushkina (1942), Vladimir Levenshtein (1935), Alexander Esenin-Volpin (1924), and Carl Neumann (1832).

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