Mathématicien

Johann Schreck

1576 - 1630

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Sa biographie est disponible en 16 langues sur Wikipédia (en hausse par rapport à 15 en 2024). Johann Schreck est le 670th mathématicien le plus populaire (en baisse du 657th en 2024), la 4,098th biographie la plus populaire d'Allemagne (en hausse du 4,208th en 2019), ainsi que le 77th mathématicien d'Allemagne le plus populaire.

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Among Mathématiciens

Among mathématiciens, Johann Schreck ranks 670 out of 1,004Before him are Georg Stiernhielm, Alfréd Rényi, Agner Krarup Erlang, Louis Bachelier, Cesare Arzelà, and Richard Montague. After him are Đuro Kurepa, William Brouncker, 2nd Viscount Brouncker, Harold Hotelling, Abu Said Gorgani, Jan Śniadecki, and Pierre-Louis Lions.

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Contemporaries

Among people born in 1576, Johann Schreck ranks 12Before him are Stefano Maderno, John Marston, Archduchess Catherine Renata of Austria, David Vinckboons, Jan Sarkander, and Rudolph, Prince of Anhalt-Zerbst. After him are Gregorio Fernández, Thomas Weelkes, and William Ames. Among people deceased in 1630, Johann Schreck ranks 21Before him are Johann Liss, Tōdō Takatora, Antonio Tempesta, Salamone Rossi, Daniele Crespi, and Alessandro Grandi.

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In Allemagne

Among people born in Allemagne, Johann Schreck ranks 4,098 out of NaNBefore him are Albrecht Haushofer (1903), Albert Bernhard Frank (1839), Caspar Olevian (1536), Heymann Steinthal (1823), Michael Stich (1968), and David Klöcker Ehrenstrahl (1628). After him are Herbert Norkus (1916), Herluf Bidstrup (1912), Kurt Aland (1915), Inge Borkh (1921), Christoph Ernst Friedrich Weyse (1774), and Friedrich Tietjen (1834).

Among Mathématiciens In Allemagne

Among mathématiciens born in Allemagne, Johann Schreck ranks 77Before him are Carl Adam Petri (1926), Martin Ohm (1792), Heinrich Martin Weber (1842), Grete Hermann (1901), Ludwig Bieberbach (1886), and Michael Artin (1934). After him are Johann Karl Burckhardt (1773), Karl Georg Christian von Staudt (1798), Emil Julius Gumbel (1891), Hans Carl Friedrich von Mangoldt (1854), Heinz Prüfer (1896), and Fritz Noether (1884).

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