Yoshie Katsurada
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Japanese mathematician
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Yoshie Katsuradamathematics Degrees
Mathematics
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Measure Theory
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Mathematics
Yoshie Katsurada's Degrees
- PhD Mathematics University of Tokyo
Why Is Yoshie Katsurada Influential?
(Suggest an Edit or Addition)According to Wikipedia, Yoshie Katsurada was a Japanese mathematician specializing in differential geometry. She became the first Japanese woman to earn a doctorate in mathematics, in 1950, and the first to obtain an imperial university professorship in mathematics, in 1967.
Yoshie Katsurada's Published Works
Published Works
- Generalized Minkowski formulas for closed hypersuperfaces in Riemann space (1962) (27)
- On a certain property of closed hypersurfaces in anEinstein space (1963) (23)
- SOME INTEGRAL FORMULAS FOR CLOSED SUBMANIFOLDS IN A RIEMANN SPACE (1968) (11)
- ON SOME PROPERTIES OF A SUBMANlFOLD WITH CONSTANT MEAN CURVATURE IN A RIEMANN SPACE (1968) (10)
- Some congruence theorems for closed hypersurfaces in riemann spaces (Part I: Method based on Stoker’ theorem) (1968) (10)
- Some congruence theorems for closed hypersurfaces in riemann space (Part II: Method based on a maximum principle) (1968) (7)
- Some congruence theorems for closed hypersurfaces in riemann spaces (1971) (6)
- CLOSED SUBMANIFOLDS WITH CONSTANT $v$ -TH MEAN CURVATURE RELATED WITH A VECTOR FIELD IN A RIEMANNIAN MANIFOLD (1969) (6)
- On the isoperimetric problem in a riemann space (1966) (5)
- On a piece of hypersurface in a Riemannian manifold with mean curvature bounded away from zero (1967) (2)
- SOME CHARACTERIZATIONS OF A SUBMANIFOLD WHICH IS ISOMETRIC TO A SPHERE (1970) (2)
- On a connection in an areal space (1951) (2)
- ON THE EXTENDED CONNECTION PARAMETERS IN A SPACE WITH AFFINE CONNECTION AND IN A RIEMANNIAN SPACE (1951) (1)
- On the theory of non-holonomic systems in the Finsler space (1951) (1)
- ON THE INTRINSIC DERIVATIVE IN THE NON-HOLONOMIC EXSURFACE (1953) (1)
- NON-HOLONOMIC SYSTEM IN A SPACE OF HIGHER ORDER II. ON THE THEORY OF EXTENSORS ON THE SUBSPACE (1951) (1)
- $NON\cdot HOLONbMIC$ SYSTEM IN A SPACE OF HIGHER ORDER I. ON THE OPERATIONS OF EXTENSORS (1951) (1)
- On submanifolds with constant mean curvature in a Riemannian manifold (1975) (1)
- Some congruence theorems for closed hypersurfaces in Riemann spaces (The continuation of part III) (1974) (0)
- Specialization of the Theory of a Space of Higher Order I (1951) (0)
- ON THE CONNECTION PARAMETERS IN A NON-HOLONOMIC SPACE OF LINBELEMENTS (1950) (0)
- A certain congruence theorem for closed hypersurfaces in a space of constant curvature (1975) (0)
- A certain congruence theorem for closed submanifolds of codimension 2 in a space of constant curvature (The continuation of the previous paper $[1]^{1}$) (1977) (0)
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