Back إنريكو بومبيري Arabic انريكو بومبيرى ARZ Энрыка Бамбіеры Byelorussian Enrico Bombieri Catalan Enrico Bombieri Czech Enrico Bombieri German Ενρίκο Μπομπιέρι Greek Enrico Bombieri Spanish Enrico Bombieri Basque انریکو بمبیری Persian
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Enrico Bombieri | |
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| Born | 26 November 1940 Milan, Italy |
| Alma mater | University of Milan Trinity College, Cambridge |
| Known for | Determinant method Large sieve method in analytic number theory Bombieri-Lang conjecture Bombieri norm Bombieri–Vinogradov theorem "Heights" in Diophantine geometry Siegel's lemma for bases (Bombieri–Vaaler) Partial differential equations |
| Awards | 1966, Caccioppoli Prize[1] 1974, Fields Medal 1976, Feltrinelli Prize 1980, Balzan Prize 2006, Pythagoras Prize[2] 2008, Joseph L. Doob Prize[3][4] 2010, King Faisal International Prize 2020, Crafoord Prize |
| Scientific career | |
| Fields | Mathematics |
| Institutions | Institute for Advanced Study |
| Doctoral advisor | Giovanni Ricci |
| Doctoral students | Umberto Zannier |
Enrico Bombieri (born 26 November 1940) is an Italian mathematician, known for his work in analytic number theory, Diophantine geometry, complex analysis, and group theory.[5] Bombieri is currently Professor Emeritus in the School of Mathematics at the Institute for Advanced Study in Princeton, New Jersey.[6] Bombieri won the Fields Medal in 1974[5] for his contributions to large sieve mathematics,[7] conceptualized by Linnick 1941,[8][9] and its application to the distribution of prime numbers.[7]
- ^ "Site of Caccioppoli Prize". Archived from the original on 14 May 2019. Retrieved 31 December 2011.
- ^ Premio Pitagora 2006 (in Italian)
- ^ "Joseph L. Doob Prize".
- ^ "2008 Doob Prize" (PDF). Notices of the AMS. 55 (4): 503–504. April 2008.
- ^ a b "Proceedings of the International Congress of Mathematicians, 1974" (PDF). Archived from the original (PDF) on 13 November 2013.
- ^ "Enrico Bombieri". Institute for Advanced Study. Retrieved 7 August 2019.
- ^ a b "Enrico Bombieri PROFESSOR EMERITUS School of Mathematics Number Theory". www.ias.edu (Institute for Advanced Study). 9 December 2019. Retrieved 2 July 2021.
- ^ Jameson, GJO. "Notes on the large sieve" (PDF). www.maths.lancs.ac.uk (University of Lancaster). Retrieved 2 July 2021.
- ^ synopsis of text by Cambridge University Press. The Large Sieve and its Applications Arithmetic Geometry, Random Walks and Discrete Groups Part of Cambridge Tracts in Mathematics AUTHOR: E. Kowalski. Swiss Federal University (ETH), Zürich (May 2008): www.cambridge.org (Cambridge University Press). ISBN 9780521888516.