MATHEMATICIAN

George Szekeres

1911 - 2005

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George Szekeres AM FAA (Hungarian: [ˈsɛkɛrɛʃ]; 29 May 1911 – 28 August 2005) was a Hungarian–Australian mathematician. Read more on Wikipedia

His biography is available in different languages on Wikipedia. George Szekeres is the 832nd most popular mathematician (up from 912th in 2019), the 664th most popular biography from Hungary (up from 770th in 2019) and the 20th most popular Hungarian Mathematician.

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Among MATHEMATICIANS

Among mathematicians, George Szekeres ranks 832 out of 1,004Before him are Douglas McIlroy, Hans Rademacher, Ennio de Giorgi, Hellmuth Kneser, Friedrich Engel, and Corrado Segre. After him are Georgy Adelson-Velsky, Marcel Riesz, Oskar Perron, Harish-Chandra, Marina Ratner, and Erich Kähler.

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Contemporaries

Among people born in 1911, George Szekeres ranks 324Before him are Robert Lamoot, Wilhelm Leichum, Frithjof Ulleberg, Basil Dearden, Imre Rajczy, and Leonard Warren. After him are Anatol Rapoport, Eduard Kainberger, Ekrem Akurgal, Sufia Kamal, Arvid Thörn, and Millosh Gjergj Nikolla. Among people deceased in 2005, George Szekeres ranks 284Before him are Sergei Starostin, Lucien Carr, Renée Faure, Carl Amery, Carl Forssell, and Mario Luzi. After him are Dahlia Ravikovitch, Richard Doll, Gaylord Nelson, Lane Smith, Parveen Babi, and Josef Holeček.

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In Hungary

Among people born in Hungary, George Szekeres ranks 664 out of 1,077Before him are Géza Kádas (1926), József Szlávy (1818), János Pilinszky (1921), Károly Fogl (1895), Imre Rajczy (1911), and István Hevesi (1931). After him are Péter Marót (1945), Ildikó Újlaky-Rejtő (1937), Gyula Rákosi (1938), Marcel Riesz (1886), Károly Dietz (1885), and Paula Marosi (1936).

Among MATHEMATICIANS In Hungary

Among mathematicians born in Hungary, George Szekeres ranks 20Before him are Pál Turán (1910), Dénes Kőnig (1884), Lipót Fejér (1880), Alfréd Haar (1885), Alfréd Rényi (1921), and Vera T. Sós (1930). After him are Marcel Riesz (1886), Raoul Bott (1923), Cornelius Lanczos (1893), and Béla Bollobás (1943).