Математик

Leopold Löwenheim

1878 - 1957

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Его биография доступна на 15 различных языках в Википедии. Leopold Löwenheim занимает 897-е место среди самых популярных математик (рост с 929-е места в 2024 году), занимает 5403-е место среди самых популярных биографий из Германии (рост с 5580-е места в 2019 году) и занимает 100-е место среди математик Германия.

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Among Математик

Among математик, Leopold Löwenheim ranks 897 out of 1,004Before him are Erna Schneider Hoover, Richard Brauer, Andrei Okounkov, Yitang Zhang, Henryk Iwaniec, and Gilbert Strang. After him are George Mostow, Elwyn Berlekamp, Ruth Moufang, Clifford Truesdell, Claire Voisin, and Hjalmar Mellin.

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Contemporaries

Among people born in 1878, Leopold Löwenheim ranks 228Before him are Léon Thiébaut, Elvia Carrillo Puerto, Harold Hackett, Frank Dixon, Samuel Alexander Kinnier Wilson, and Garrett Serviss. After him are Augustus John, Gyula Kakas, Johannes Terwogt, Macario Sakay, Gaston Salmon, and George Campbell. Among people deceased in 1957, Leopold Löwenheim ranks 212Before him are Ezio Pinza, Colin Carruthers, Roger Vercel, Edith Abbott, Bernard Knubel, and Jorge Sarmiento. After him are Helene Costello, Ralph Barton Perry, Clarence Walker, Judy Tyler, Edward Evans, 1st Baron Mountevans, and Bedřich Šupčík.

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In Германия

Among people born in Германия, Leopold Löwenheim ranks 5,403 out of NaNBefore him are Paul Kalkbrenner (1977), Uwe Ochsenknecht (1956), Dieter Riedel (1947), Olaf Ludwig (1960), Lars Klingbeil (1978), and Harald Hein (1950). After him are Douglas Coupland (1961), Günther Schumacher (1949), Tim Wiese (1981), Paul Steiner (1957), Dolly Haas (1910), and Sven Ulreich (1988).

Among Математик In Германия

Among математик born in Германия, Leopold Löwenheim ranks 100Before him are Oskar Perron (1880), Erich Kähler (1906), Wolfgang Krull (1899), Richard Rado (1906), Walther von Dyck (1856), and Richard Brauer (1901). After him are Ruth Moufang (1905), Volker Strassen (1936), Don Zagier (1951), Paul Koebe (1882), Paul Gustav Heinrich Bachmann (1837), and Peter Scholze (1987).

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