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Henri Cartan was one of the most influential, versatile and distinguished pure mathematicians of the past century. He was born in Nancy in 1904. His father, Élie, was a great mathematician, and father and son were later to collaborate. He was a professor of mathematics at Nancy until he moved in 1909 to Paris, where Henri grew up.
Henri Paul Cartan was born in Nancy on July 8, 1904, the son of élie Cartan, one of the most important mathematicians of the 20th century, and Marie-Louise Bianconi. In 1909, when élie, professor at the University of Nancy, was appointed as a lecturer at the Sorbonne, the family moved from Nancy to Paris.
1960. 10. According to our current on-line database, Henri Cartan has 20 students and 1543 descendants. We welcome any additional information. If you have additional information or corrections regarding this mathematician, please use the update form. To submit students of this mathematician, please use the new data form, noting this ...
Henri Paul Cartan (tiếng Pháp: ; sinh ngày 8 tháng 7 năm 1904 – ngày 13 tháng 8 năm 2008) là một nhà toán học người Pháp với những đóng góp đáng kể trong cấu trúc tô pô đại số. Ông là con trai của nhà toán học người Pháp Élie Cartan và là anh trai của nhà soạn nhạc Jean Cartan.
Henri Cartan, né le 8 juillet 1904 à Nancy et mort le 13 août 2008 à Paris 13 e [3], est un mathématicien français. Il est le fils du mathématicien Élie Cartan et de Marie-Louise Bianconi. Il est couramment considéré comme l'un des mathématiciens français les plus influents de son époque.
Élie Cartan. Élie Joseph Cartan ForMemRS ( French: [kaʁtɑ̃]; 9 April 1869 – 6 May 1951) was an influential French mathematician who did fundamental work in the theory of Lie groups, differential systems (coordinate-free geometric formulation of PDEs ), and differential geometry. He also made significant contributions to general ...
Quotes about Henri Cartan. The theory of functions of several complex variables has gone from its infancy with the work of Hartogs, Levi and Poincaré shortly after the turn of the century to its current role as a central field of modern mathematics, much as its predecessor, function theory in one complex variable, did in the 19th century.
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