Add to ORKGAbstract. In this paper, by the Gauss equation of the induced Chern connection for Finsler submanifolds, we prove that ifM is an umbilical hypersurface of a Minkowski space (V n+1; F), then either M is a Riemannian space form or a locally Minkowski space. AMS subject classications: 53C60, 53C4
We prove that any regular domain in Minkowski space is uniquely foliated by spacelike constant mean ...
Minkowski space of dimension 2+1 is the Lorentzian analogue of Euclidean 3-space. It is well-known t...
Abstract. Here it is shown, every n-dimensional compact constant isotropic L-curvature space and J-c...
Abstract. For an isometric immersion f: M → M of Finsler manifolds M into M, we compare the intrinsi...
The present paper is the continuation of the serial papers concerning the Finsler manifold modeled o...
In this paper, by the Gauss equation of the induced Chern connection for Finsler submanifolds, we pr...
In the previous paper [5], the present author has treated Finsler manifolds with such a property tha...
Abstract. Let ϕ: (Mn, F) → (Mn+p, F) be an isometric immersion from a Finsler manifold to a Finsler...
We study ruled submanifolds in Minkowski space in regard to the Gauss map satisfying some partial di...
AbstractAs it is well-known, a Minkowski space is a finite dimensional real vector space equipped wi...
In this paper we study Finsler spaces and subspaces of Finsler spaces admitting semi-symmetric metri...
AbstractLet Mn be a complete stable strongly minimal hypersurface of a Minkowski space V¯n+1. In thi...
AbstractLet Mn be a complete stable strongly minimal hypersurface of a Minkowski space V¯n+1. In thi...
Using Chern’s method of transgression, the Euler class of a compact orientable Riemann{Finsler space...
We prove that any regular domain in Minkowski space is uniquely foliated by spacelike constant mean ...
We prove that any regular domain in Minkowski space is uniquely foliated by spacelike constant mean ...
Minkowski space of dimension 2+1 is the Lorentzian analogue of Euclidean 3-space. It is well-known t...
Abstract. Here it is shown, every n-dimensional compact constant isotropic L-curvature space and J-c...
Abstract. For an isometric immersion f: M → M of Finsler manifolds M into M, we compare the intrinsi...
The present paper is the continuation of the serial papers concerning the Finsler manifold modeled o...
In this paper, by the Gauss equation of the induced Chern connection for Finsler submanifolds, we pr...
In the previous paper [5], the present author has treated Finsler manifolds with such a property tha...
Abstract. Let ϕ: (Mn, F) → (Mn+p, F) be an isometric immersion from a Finsler manifold to a Finsler...
We study ruled submanifolds in Minkowski space in regard to the Gauss map satisfying some partial di...
AbstractAs it is well-known, a Minkowski space is a finite dimensional real vector space equipped wi...
In this paper we study Finsler spaces and subspaces of Finsler spaces admitting semi-symmetric metri...
AbstractLet Mn be a complete stable strongly minimal hypersurface of a Minkowski space V¯n+1. In thi...
AbstractLet Mn be a complete stable strongly minimal hypersurface of a Minkowski space V¯n+1. In thi...
Using Chern’s method of transgression, the Euler class of a compact orientable Riemann{Finsler space...
We prove that any regular domain in Minkowski space is uniquely foliated by spacelike constant mean ...
We prove that any regular domain in Minkowski space is uniquely foliated by spacelike constant mean ...
Minkowski space of dimension 2+1 is the Lorentzian analogue of Euclidean 3-space. It is well-known t...
Abstract. Here it is shown, every n-dimensional compact constant isotropic L-curvature space and J-c...