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  1. en.wikipedia.org › wiki › Henri_CartanHenri Cartan - Wikipedia

    Henri Paul Cartan (French:; 8 July 1904 – 13 August 2008) was a French mathematician who made substantial contributions to algebraic topology. [1] [2] [3] He was the son of the mathematician Élie Cartan , nephew of mathematician Anna Cartan , oldest brother of composer Jean Cartan [ fr ; de ] , physicist Louis Cartan [ fr ] and ...

  2. Henri Cartan. Henri Paul Cartan ( Nancy, 8 de julho de 1904 — Paris, 13 de agosto de 2008) foi um matemático francês. [ 2] . Filho de Élie Cartan . Vida. Cartan estudou no Lycée Hoche em Versalhes, prosseguindo na Escola Normal Superior de Paris, com doutorado em matemática.

  3. Henri Cartan (born July 8, 1904, Nancy, France—died Aug. 13, 2008, Paris) was a French mathematician who made fundamental advances in the theory of analytic functions. Son of the distinguished mathematician Élie Cartan, Henri Cartan began his academic career as professor of mathematics at the Lycée Caen (1928–29).

    • The Editors of Encyclopaedia Britannica
  4. 13 de ago. de 2008 · Summary. Henri Cartan was a French mathematiician who was one of the original Bourbakistes. View five larger pictures. Biography. Henri Cartan is the son of Élie Cartan and Marie-Louise Bianconi. When Henri was five years old, his father was appointed as a lecturer at the Sorbonne and the family moved from Nancy to Paris.

  5. 25 de ago. de 2008 · By Kenneth Chang. Aug. 24, 2008. Henri Cartan, a mathematician known for meticulous proofs and for inspiring a revival of mathematics in France after World War II, died in Paris on Aug. 13. He...

  6. 29 de ago. de 2008 · Henri Cartan was one of the founders of Bourbaki, a secret society of French mathematicians who revolutionized mathematics with their rigorous and abstract approach. He also made significant contributions to complex analysis, algebraic topology and homological algebra, and received the Wolf Prize in 1980.

  7. A tribute to the French mathematician Henri Cartan, who made significant contributions to complex analysis, algebraic geometry and Lie groups. The obituary covers his personal life, mathematical work and legacy, with references to his publications and collaborations.