N. Koiso

发表

Elasticae in a Riemannian submanifold

N. Koiso, 1992 .

Yang-Mills connections and moduli space

N. Koiso, 1987 .

Nonhomogeneous Kähler-Einstein metrics on compact complex manifolds. II

N. Koiso, Y. Sakane, 1988 .

On Rotationally Symmetric Hamilton’s Equation for Kähler–Einstein Metrics

N. Koiso, 1990 .

Einstein metrics and complex structures

N. Koiso, 1983 .

On the complex structure of a manifold of sections

N. Koiso, 1990 .

Title On the complex structure of a manifold ofsections

N. Koiso, 2022 .

Rigidity and infinitesimal deformability of Einstein metrics

N. Koiso, 1982 .

Nondeformability of Einstein metrics

N. Koiso, 1978 .

A decomposition of the space ${\cal M}$ of Riemannian metrics on a manifold

N. Koiso, 1979 .

Rigidity and stability of Einstein metrics---the case of compact symmetric spaces

N. Koiso, 1980 .

Title Rigidity and stability of Einstein metrics---thecase of compact symmetric spaces

N. Koiso, 2022 .

NON-DEFORMABILITY OF EINSTEIN METRICS

N. Koiso, 2022 .

Variation of harmonic mapping caused by a deformation of Riemannian metric

N. Koiso, 1979 .

On the second derivative of the total scalar curvature

N. Koiso, 1979 .

Long time existence for vortex filament equation in a Riemannian manifold

N. Koiso, 2008 .

Vortex filament equation in a Riemannian manifold

N. Koiso, 2003 .

The vortex filament equation and a semilinear Schrödinger equation in a Hermitian symmetric space

N. Koiso, 1997 .

Convergence to a geodesic

N. Koiso, 1993 .

Title CONGRUENCE SOLUTIONS TO THE LOCALIZED INDUCTIONHIERARCHY IN THREE-DIMENSIONAL SPACE FORMS

N. Koiso, S. Kawakubo, Author Kawakubo, 2022 .

Convergence towards an elastica in a Riemannian manifold

N. Koiso, 2000 .

On a wave equation corresponding to geodesics

N. Koiso, 1996 .

ON THE MOTION OF A CURVE TOWARDS ELASTICA

N. Koiso, Norihito Koiso, 1996 .

Yang-Mills connections of homogeneous bundles

N. Koiso, 1990 .

ON MOTION OF AN ELASTIC WIRE IN A RIEMANNIAN MANIFOLD AND SINGULAR PERTURBATION

N. Koiso, 2015 .

On motion of an elastic wire and singular perturbation of a 1-dimensional plate equation

N. Koiso, 2000 .