DOIAbstract
Various authors like R. Miron, M. Anastasiei, H. Shimada, T. Kawaguchi, U. P. Singh have studied Lagrange space and generalized Lagrange space in their papers
Various authors like R. Miron, M. Anastasiei, H. Shimada, T. Kawaguchi, U. P. Singh have studied Lagrange space and generalized Lagrange space in their papers
In this note, we prove the Morse index theorem for a geodesic connecting two submanifolds in a $C^7$...
In this note, we prove the Morse index theorem for a geodesic connecting two submanifolds in a $C^7$...
AbstractLet X be a non-trivial Banach space. L. Maligranda conjectured CNJ(X)≤1+J(X)2/4 for James co...
In the present paper the relation between imbedding class numbers of tangent Riemannian spaces
The purpose of the present paper is to consider a special hypersur-face of a Finsler space with (;)-...
In the present paper we studied the Pseudo projectively at (LCS)n-manifold with several properties. ...
AbstractIn this paper, we will prove a spectral mean value theorem for the first Fourier coefficient...
We study regularized determinants of Laplacians acting on the space of Hilbert–Maass forms for the H...
AbstractIn this paper, we compute Riemannian metrics on the Siegel–Jacobi space which are invariant ...
AbstractThe Riemann hypothesis is equivalent to the nonnegativity of a sequence of real constants {λ...
AbstractIn this paper, we give explicit formulas for the spectrum of the Hodge Laplacian acting on f...
AbstractWe prove the generalized Hyers–Ulam–Rassias stability of Lie ∗-homomorphisms in Lie C∗-algeb...
Let x:(Mn,F) (Vn+1, F̄) be a simply connected hypersurface in a Minkowski space (Vn+1, F̄). In this ...
In [M. Kato and L. Maligranda, On James and Jordan-von Neumann constants of Lorentz sequence spaces,...
AbstractSome geometric properties of classical Lorentz spaces Λ1,w are considered. First criteria fo...
In this note, we prove the Morse index theorem for a geodesic connecting two submanifolds in a $C^7$...
In this note, we prove the Morse index theorem for a geodesic connecting two submanifolds in a $C^7$...
AbstractLet X be a non-trivial Banach space. L. Maligranda conjectured CNJ(X)≤1+J(X)2/4 for James co...
In the present paper the relation between imbedding class numbers of tangent Riemannian spaces
The purpose of the present paper is to consider a special hypersur-face of a Finsler space with (;)-...
In the present paper we studied the Pseudo projectively at (LCS)n-manifold with several properties. ...
AbstractIn this paper, we will prove a spectral mean value theorem for the first Fourier coefficient...
We study regularized determinants of Laplacians acting on the space of Hilbert–Maass forms for the H...
AbstractIn this paper, we compute Riemannian metrics on the Siegel–Jacobi space which are invariant ...
AbstractThe Riemann hypothesis is equivalent to the nonnegativity of a sequence of real constants {λ...
AbstractIn this paper, we give explicit formulas for the spectrum of the Hodge Laplacian acting on f...
AbstractWe prove the generalized Hyers–Ulam–Rassias stability of Lie ∗-homomorphisms in Lie C∗-algeb...
Let x:(Mn,F) (Vn+1, F̄) be a simply connected hypersurface in a Minkowski space (Vn+1, F̄). In this ...
In [M. Kato and L. Maligranda, On James and Jordan-von Neumann constants of Lorentz sequence spaces,...
AbstractSome geometric properties of classical Lorentz spaces Λ1,w are considered. First criteria fo...
In this note, we prove the Morse index theorem for a geodesic connecting two submanifolds in a $C^7$...
In this note, we prove the Morse index theorem for a geodesic connecting two submanifolds in a $C^7$...
AbstractLet X be a non-trivial Banach space. L. Maligranda conjectured CNJ(X)≤1+J(X)2/4 for James co...
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