#21736 Overall Influence

Japanese mathematician

was a Japanese mathematician. He was the eldest brother of electrical engineer and computer scientist Hisashi Kobayashi. His research interests were in Riemannian and complex manifolds, transformation groups of geometric structures, and Lie algebras.

Source: Wikipedia- Transformation Groups in Differential Geometry
- Differential Geometry of Complex Vector Bundles
- Hyperbolic Complex Spaces
- Characterizations of complex projective spaces and hyperquadrics
- Geometry of bounded domains
- Intrinsic distances, measures and geometric function theory
- Principal fibre bundles with the $1$-dimensional toroidal group
- Holomorphic bisectional curvature
- Invariant distances on complex manifolds and holomorphic mappings
- Topology of positively pinched Kaehler manifolds
- Curvature and stability of vector bundles
- Prolongations of tensor fields and connections to tangent bundles I -- General theory --
- Minimal imbeddings of $R$-spaces
- Meromorphic mappings onto compact complex spaces of general type
- On Compact Kahler Manifolds with Positive Definite Ricci Tensor
- Holomorphic projective structures on compact complex surfaces
- Isometric imbeddings of compact symmetric spaces
- Hyperbolic Manifolds and Holomorphic Mappings
- On complex manifolds with positive tangent bundles
- Canonical forms on frame bundles of higher order contact
- Remarks on complex contact manifolds
- On holomorphic sections of certain hermitian vector bundles
- Mappings into compact complex manifolds with negative first Chern class
- Complex Finsler vector bundles
- Irreducibility of certain unitary representations
- The first Chern class and holomorphic symmetric tensor fields
- Homogeneous Riemannian manifolds of negative curvature
- Intrinsic metrics on complex manifolds
- Holomorphic structures modeled after hyperquadrics
- Imbeddings of homogeneous spaces with minimum total curvature
- Hypersurfaces of complex projective space with constant scalar curvature
- Complex Differential Geometry
- Satake compactification and the great Picard theorem
- The automorphism group of a geometric structure
- On a fundamental theorem of Weyl-Cartan on $G$ -structures
- A Note on Mappings and Automorphisms of Almost Complex Manifolds
- Satake compacitification and extension of holomorphic mappings
- On the automorphism group of a certain class of algebraic manifolds
- Prolongations of tensor fields and connections to tangent bundles II --Infinitesimal automorphisms--
- Three-dimensional compact K\"ahler manifolds with positive holomorphic bisectional curvature
- Espaces à connexion de cartan complets
- $G$-structures of order two and transgression operators
- Holomorphic Structures Modeled After Compact Hermitian Symmetric Spaces
- Holomorphic projective structures on compact complex surfaces. II
- A fibering of a class of homogeneous complex manifolds
- Simple vector bundles over symplectic Kähler manifolds
- The conformal transformation group of a compact homogeneous Riemannian manifold
- On automorphism groups of homogeneous complex manifolds
- Compact homogeneous hypersurfaces
- Distance, holomorphic mappings and the Schwarz lemma
- On instability of Yang-Mills connections
- Natural connections in almost complex manifolds
- On complete Bergman metrics
- A NEW INVARIANT INFINITESIMAL METRIC
- Manifolds over function algebras and mapping spaces
- Projectively invariant distances for affine and projective structures
- Topics in Complex Differential Geometry
- Prolongations of tensor fields and connections to tangent bundles III
- Volume elements, holomorphic mappings and Schwarz’s lemma
- A theorem on filtered Lie algebras and its applications
- The Conformal Transformation Group of a Compact Riemannian Manifold
- Some remarks and questions concerning the intrinsic distance
- Comments on Satake compactification and the great Picard theorem
- Riemannian manifolds without conjugate points
- Compact Kaehler manifolds with positive Ricci tensor
- Homogeneous Riemannian manifolds of negative curvature
- Complex manifolds with nonpositive holomorphic sectional curvature and hyperbolicity
- On characteristic classes defined by connections
- Une remarque sur la connexion affine symétrique
- Automorphisms of G-Structures
- Holomorphic Maps into Hyperbolic Spaces
- On two Concepts of Stability for Vector Bundles and Sheaves
- Submersions of {CR} submanifolds
- Des groupes linéaires irréductibles et la géomérie différentielle
- Conjugate Connections and Moduli Spaces of Connections
- Holomorphic Projective Structures and Invariant Distances
- Isometries of Riemannian Manifolds
- Automorphisms of Complex Manifolds
- Affine, Conformal and Projective Transformations
- Distance Geometry
- Schwarz Lemma and Negative Curvature
- Intrinsic Distances
- Intrinsic Distances for Domains
- Extension and Finiteness Theorems
- Manifolds of General Type
- Value Distributions
- On Automorphisms of Spaces of Nonpositive Curvature with Finite Volume
- On holomorphic connections
- On moduli of vector bundles
- Prolongations of tensor fields and connections to tangent bundles I – General theory –
- Book Review: On uniformization of complex manifolds: The role of connections
- Almost Complex Manifolds and a Differential Geometric Criterion for Hyperbolicity
- The mathematical work of Y. Matsushima and its development
- Theorem of Busemann-Mayer on Finsler metrics
- Foundations of Differential Geometry, Volume I.
- Hyperbolic Manifolds and Holomorphic Mappings.
- Problems related to hyperbolicity of almost complex structures

University of California, Berkeley

Public research university in Berkeley, California, United States

University of Tokyo

National research university in Tokyo, Japan

University of British Columbia

Public research university in British Columbia, Canada

University of Washington

Public research university in Seattle, Washington, United States

#1040 World Rank

Mathematics

#10587 World Rank

Philosophy

#13344 World Rank

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#19228 World Rank

Computer Science

#23911 World Rank

Education

#37080 World Rank

Psychology

#48446 World Rank

Physics

#85567 World Rank

Literature

#311738 World Rank

Medical

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