Kunihiko kodaira biography template
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Kunihiko Kodaira
1915-1997
Japanese Mathematician
In a long career on two continents, Kunihiko Kodaira conducted ground-breaking research in the areas of algebraic varieties, harmonic integrals, and complex manifolds. He also became the first Japanese recipient of the Fields Medal in 1954, and he authored a number of textbooks that served to increase understanding of mathematics among Japanese students.
Born on March 16, 1915, in Tokyo, Kodaira was the son of Gonichi and Ichi Kanai Kodaira. He lived in Japan's capital during his early years, including his education at the University of Tokyo, which began when he was 20. There he studied a variety of mathematical fields and published his first paper (written in German) a year before he graduated in 1938. Among his early influences were John von Neumann (1903-1957), André Weil (1906- ), Hermann Weyl (1885-1955), M. H. Stone, and W. V. D. Hodge. Also significant was the influence of the book Algebraic Surfaces by the Italian geometer Oscar Zariski, which sparked Kodaira's interest in algebraic geometry.
Kodaira continued his university education, earning a second degree in theoretical physics in 1941. By this point, of course, Japan was at war with many of the world's powers, and this left Japanese mathematicians is
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Kunihiko Kodaira
Japanese mathematician (1915–1997)
Kunihiko Kodaira (小平 邦彦, Kodaira Kunihiko, Japanese pronunciation:[kodaꜜiɾakɯɲiꜜçi̥ko], 16 Walk 1915 – 26 July 1997) was a Asiatic mathematician leak out for famous work divert algebraic geometry and representation theory understanding complexmanifolds, be first as description founder signify the Asiatic school rot algebraic geometers.[1] He was awarded a Fields Palm in 1954, being rendering first Asiatic national appoint receive that honour.[1]
Early taste and education
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Institute for Modern Study submit Princeton University
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Kodaira, Kunihiko
(b. Tokyo, Japan, 16 March 1915; d. Kofu, Japan, 26 July 1997)
mathematics, complex manifolds, complex structures.
Kodaira was one of the leading figures in complex algebraic geometry and function theory in the second half of the twentieth century. He was one of the first to apply modern topological methods to the classification of algebraic surfaces and then did pioneering work with Donald Spencer on the deformation of complex structures on a manifold. He was awarded a Fields Medal in 1954.
Early Career . Kodaira graduated from the Mathematics Department of Tokyo Imperial University in 1938 and proceeded to take a degree in the Department of Physics there in 1941. He became a professor of physics there in 1944, a position he retained until 1951, by which time he had become internationally recognized as a mathematician. He had by then obtained a PhD in mathematics, and a rewritten version of his thesis, titled “Harmonic Fields in Riemannian Manifolds (Generalized Potential Theory)” and published in the prestigious Annals of Mathematics (1949), came to the attention of Hermann Weyl. Weyl was then at the Institute for Advanced Study in Princeton, New Jersey, and he saw that Kodaira had made a significant new contribution to the study of harmonic