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Jean-Pierre Kahane

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(Redirected fromJ. P. Kahane)
French mathematician (1926–2017)
Jean-Pierre Kahane
Jean-Pierre Kahane in 2006
Born(1926-12-11)11 December 1926
Died21 June 2017(2017-06-21) (aged 90)
Paris
Known forType and cotype
AwardsÉmile Picard Medal (1995)
Prix de l'État (1980)
ICM Speaker (1962, 1986)
Peccot Lecture (1956/1957)
Scientific career
FieldsMathematics
InstitutionsUniversity of Paris
University of Paris-Sud
Doctoral advisorSzolem Mandelbrojt
Doctoral studentsJean-Pierre Aubin [de]
Jean-Louis Krivine [fr]
Yves Meyer
Mario Wschebor

Jean-Pierre Kahane (11 December 1926 – 21 June 2017) was a Frenchmathematician with contributions toharmonic analysis.[1] He's also credited for introducingsub-gaussian random variables.[2]

Career

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Kahane attended theÉcole normale supérieure and obtained theagrégation of mathematics in 1949. He then worked for theCNRS from 1949 to 1954, first as an intern and then as a research assistant. He defended hisPhD in 1954; his advisor wasSzolem Mandelbrojt.

He was assistantprofessor, then professor of mathematics inMontpellier from 1954 to 1961. Since then, he has been professor until his retirement in 1994,[3] thenprofessor emeritus at theUniversité de Paris-Sud inOrsay.

He was a Plenary Speaker at theInternational Congress of Mathematicians in 1962 in Stockholm[4] and an Invited Speaker at the 1986 ICM meeting in Berkeley, California.[5] He was elected corresponding member of theFrench Academy of Sciences in 1982 and full member in 1998.[6] He was president of theSociété mathématique de France, the French Mathematical Society from 1971 to 1973. In 2000 Kahane received anhonorary doctorate from the Faculty of Science and Technology atUppsala University,Sweden[7]In 2002 he was elevated to the rank of commander in the order of theLégion d'Honneur.[8] In 2012 he became a fellow of theAmerican Mathematical Society.[9]

Activism

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Kahane was also known for his lifelong activism as part of theFrench Communist Party.[10]

Selected publications

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  • Lectures on mean periodic functions (Bombay, Tata Institute, 1959).
  • Séries de Fourier absolument convergentes, Ergebnisse der Mathematik und ihrer Grenzgebiete, vol. 50, Springer Verlag 1970
  • withRaphaël Salem:Ensembles parfaits et séries trigonométriques, Hermann, 1963,[11] 1994
  • Some random series of functions, Lexington, Massachusetts, D. C. Heath 1968, 2nd edition Cambridge University Press 1985
  • Séries de Fourier aléatoires, Presse de l’ Université de Montreal 1967
  • editor with A. G. Howson:The Popularization of Mathematics, Cambridge University Press 1990
  • Des series de Taylor au movement brownien, avec un apercu sur le retour, in Jean-Paul Pier,Development of mathematics 1900–1950, Birkhäuser 1994

References

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  1. ^"Jean-Pierre Kahane - Scholars | Institute for Advanced Study". 9 December 2019.
  2. ^Giorgobiani, George; Kvaratskhelia, Vakhtang; Tarieladze, Vaja (2020), Jaiani, George; Natroshvili, David (eds.),"Notes on Sub-Gaussian Random Elements",Applications of Mathematics and Informatics in Natural Sciences and Engineering, vol. 334, Cham: Springer International Publishing, pp. 197–203,doi:10.1007/978-3-030-56356-1_11,ISBN 978-3-030-56355-4, retrieved2026-01-31{{citation}}: CS1 maint: work parameter with ISBN (link)
  3. ^Kahane, Jean-Pierre.Ministerial decision of 6 April 1994
  4. ^"Transformées de Fourier des fonctions sommables" par J.-P. KahaneArchived 2013-12-28 at theWayback Machine InProceedings of the International Congress of Mathematicians. 1962, pp. 114–131
  5. ^"Enseignement Mathematique, Ordinateurs et Calculettes"Archived 2016-10-03 at theWayback Machine par J.-P. Kahane InInternational Congress of Mathematicians, 1986, pp. 1682–1696
  6. ^Decree of 5 January 1999
  7. ^"Honorary doctorates - Uppsala University, Sweden". 9 June 2023.
  8. ^Decree of 29 March 2002
  9. ^List of Fellows of the American Mathematical Society, retrieved 2013-01-27.
  10. ^Schwartz, Laurent. A mathematician grappling with his century. Birkhäuser, 2012.[1]
  11. ^Rudin, Walter (1964)."Review:Ensembles parfaits et séries trigonométriques by Jean-Pierre Kahane and Raphaël Salem"(PDF).Bull. Amer. Math. Soc.70 (4):487–490.doi:10.1090/s0002-9904-1964-11161-7.

External links

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