Matemático

Leonard Nelson

1882 - 1927

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Sua biografia está disponível em 17 idiomas na Wikipédia. Leonard Nelson é o 751º matemático mais popular (caiu do 734º em 2024), a 4602ª biografia mais popular da Alemanha (caiu do 4539ª em 2019) e o 85º matemático mais popular da Alemanha.

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Among Matemáticos

Among matemáticos, Leonard Nelson ranks 751 out of 1,004Before him are Gregory Chaitin, Charles Fefferman, David Gale, Stanisław Mazur, Giuseppe Veronese, and Guido Castelnuovo. After him are Mikhail Lavrentyev, Maxim Kontsevich, Ion Barbu, Carl Hindenburg, Szolem Mandelbrojt, and Johann Faulhaber.

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Contemporaries

Among people born in 1882, Leonard Nelson ranks 214Before him are George Bancroft, Pierre Mac Orlan, Ivan Olbracht, Albert Coates, Ossip Bernstein, and Richard Johansson. After him are Charles Mayer, Mykolas Biržiška, Manuel Goded Llopis, Robert Curry, Harry Liedtke, and Wilhelm Nusselt. Among people deceased in 1927, Leonard Nelson ranks 118Before him are Fernand de Langle de Cary, Henry Petty-Fitzmaurice, 5th Marquess of Lansdowne, Ricardo Güiraldes, Wang Guowei, Sam Warner, and Otto Blehr. After him are Feliciano Viera, Marie Spartali Stillman, Kenjirō Tokutomi, Marianne Stokes, Henri Hubert, and Franz Mertens.

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In Alemanha

Among people born in Alemanha, Leonard Nelson ranks 4,605 out of NaNBefore him are Joseph Hergenröther (1824), Friedrich Kluge (1856), Willi Horn (1909), Andreas Krieger (1965), Karin Baal (1940), and Otto Modersohn (1865). After him are Christian Ferdinand Abel (1682), Daniel Hopfer (1470), Johann Wadephul (1963), Heide Rosendahl (1947), Ingrid Becker (1942), and Ute Lemper (1963).

Among Matemáticos In Alemanha

Among matemáticos born in Alemanha, Leonard Nelson ranks 85Before him are Karl Georg Christian von Staudt (1798), Emil Julius Gumbel (1891), Hans Carl Friedrich von Mangoldt (1854), Heinz Prüfer (1896), Fritz Noether (1884), and Wilhelm Killing (1847). After him are Carl Hindenburg (1741), Johann Faulhaber (1580), Christoph Gudermann (1798), Wendelin Werner (1968), Oswald Teichmüller (1913), and Paul du Bois-Reymond (1831).

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