Mathematician

Kurt Gödel

1906 - 1978

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His biography is available in 95 different languages on Wikipedia (up from 94 in 2024). Kurt Gödel is the 32nd most popular mathematician (up from 37th in 2024), the 19th most popular biography from Czechia (up from 22nd in 2019) and the most popular Czech Mathematician.

Kurt Gödel is most famous for his incompleteness theorems, which state that any logical system that is powerful enough to describe arithmetic will contain statements that are true but cannot be proven.

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Among Mathematicians

Among mathematicians, Kurt Gödel ranks 32 out of 1,004Before him are Hero of Alexandria, John von Neumann, Srinivasa Ramanujan, Diophantus, Gerolamo Cardano, and François Viète. After him are Luca Pacioli, Niels Henrik Abel, Brahmagupta, Pope Sylvester II, Georg Cantor, and Apollonius of Perga.

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Contemporaries

Among people born in 1906, Kurt Gödel ranks 8Before him are Puyi, Adolf Eichmann, Maria Goeppert Mayer, Hannah Arendt, Dmitri Shostakovich, and Grace Hopper. After him are Samuel Beckett, Aristotle Onassis, Ernst Chain, Faisal of Saudi Arabia, Luchino Visconti, and Emmanuel Levinas. Among people deceased in 1978, Kurt Gödel ranks 4Before him are Pope John Paul I, Pope Paul VI, and Golda Meir. After him are Aram Khachaturian, Santiago Bernabéu Yeste, Manne Siegbahn, Aldo Moro, Jacques Brel, Mohammed Daoud Khan, Giorgio de Chirico, and Robert Shaw.

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In Czechia

Among people born in Czechia, Kurt Gödel ranks 19 out of NaNBefore him are Alphonse Mucha (1860), Václav Havel (1936), Rainer Maria Rilke (1875), Edmund Husserl (1859), Jan Žižka (1360), and Bertha von Suttner (1843). After him are Wilhelm Steinitz (1836), John of Nepomuk (1350), Ferdinand Porsche (1875), Karel Čapek (1890), Joseph Radetzky von Radetz (1766), and Miloš Forman (1932).

Among Mathematicians In Czechia

Among mathematicians born in Czechia, Kurt Gödel ranks 1After him are Leo Perutz (1882), Johannes Widmann (1460), Johann Radon (1887), Eduard Čech (1893), Olga Taussky-Todd (1906), and Jessica Fridrich (1964).

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