Kubota Tadahiko

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Kubota Tadahiko ( Japanese 窪 田 忠彦 ; born February 27, 1885 in Shiba , Tokyo , † October 31, 1952 in Tokyo ) was a Japanese mathematician and university professor .

Life

Kubota studied mathematics at the University of Tokyo , where he graduated in 1908. He then taught until 1911 at the First University of Tokyo and from 1911 as an assistant professor at the University of Tōhoku in Sendai . After further studies in Europe and his habilitation from 1915 until his retirement in 1946, he held a professorship there. From 1948 to 1952 he headed the Institute for Mathematical Statistics in Tokyo.

Kubota made a great contribution to the training of mathematicians and was also active in organizing science.

Research activity

Kubota's mathematical research extended to several areas, not least to analysis , calculus of variations and kinematics . Above all, however, he did research in the field of geometry , where he wrote numerous monographs and had the reputation of a recognized geometer. Here he worked, among other things, on egg surfaces and lines , on space curves and various other topics of differential geometry .

Kubota's name is associated with an interesting theorem of plane Euclidean geometry , which is named after the Japanese mathematician Fujiwara Matsusaburō and him. This theorem, known as the Fujiwara-Kubota Theorem, gives a distinctive property of the circle by stating:

If in the Euclidean plane an oval line has the property that it either has at most two points in common with a congruent line in any position or coincides with it , then it is a circle.

In 1925 he proved the general n-dimensional case of Cauchy's surface formula .

literature

Web links

Individual evidence

  1. W. Süss , U. Viet , KH Berger : curves and surfaces. b) Convex figures in: H. Behnke et al .: Fundamentals of Mathematics. Volume II. Geometry. , 1960, pp. 522-523 ff