Add to ORKGAn almost parallelizable n-manifold M can be immersed in Euclidean q-space if 2q>3n
In this paper we study compact immersed orientable hypersurfaces in the Euclidean space Rn+1 and sho...
Let M be a closed connected smooth n-dimensional manifold and let R^m be the m-dimensional Euclidean...
Let M be a closed connected smooth n-dimensional manifold and let R^m be the m-dimensional Euclidean...
AbstractImmersions with parallel pluri-mean curvature into euclidean n-space generalize constant mea...
Abstract. We prove that any compact almost complex manifold (M2m, J) of real di-mension 2m admits a ...
AbstractLet M and N be two smoothly immersed manifolds of codimension 2 in the Euclidean space R2n. ...
Immersions of an m-manifold in an n-manifold, n>m, are classified up to regular homotopy by the h...
Abstract. Let M3 be a closed hyperbolic three manifold. We con-struct closed surfaces which map by i...
AbstractIn the classical problem of immersions of real projective spaces in Euclidean space, we obta...
A classical conjecture in differential topology is that an n-manifold immerses in R2n-α(n), where α(...
Immersions of a differentiable m-manifold M in a differentiable n-manifold N, 2n > 3m+1, are cla...
Immersions of a differentiable m-manifold M in a differentiable n-manifold N, 2n > 3m+1, are cla...
W pracy zostało udowodnione następujące uogólnienie twierdzenia S. S. Cherna i R. K. Lashofa [1] dla...
AbstractWe consider two-dimensional immersions in Euclidean 3-space that are stable for parametric f...
We study affine immersions, as introduced by Nomizu and Pinkall, of $M^n$ into $\R^$. We call $M^n$ ...
In this paper we study compact immersed orientable hypersurfaces in the Euclidean space Rn+1 and sho...
Let M be a closed connected smooth n-dimensional manifold and let R^m be the m-dimensional Euclidean...
Let M be a closed connected smooth n-dimensional manifold and let R^m be the m-dimensional Euclidean...
AbstractImmersions with parallel pluri-mean curvature into euclidean n-space generalize constant mea...
Abstract. We prove that any compact almost complex manifold (M2m, J) of real di-mension 2m admits a ...
AbstractLet M and N be two smoothly immersed manifolds of codimension 2 in the Euclidean space R2n. ...
Immersions of an m-manifold in an n-manifold, n>m, are classified up to regular homotopy by the h...
Abstract. Let M3 be a closed hyperbolic three manifold. We con-struct closed surfaces which map by i...
AbstractIn the classical problem of immersions of real projective spaces in Euclidean space, we obta...
A classical conjecture in differential topology is that an n-manifold immerses in R2n-α(n), where α(...
Immersions of a differentiable m-manifold M in a differentiable n-manifold N, 2n > 3m+1, are cla...
Immersions of a differentiable m-manifold M in a differentiable n-manifold N, 2n > 3m+1, are cla...
W pracy zostało udowodnione następujące uogólnienie twierdzenia S. S. Cherna i R. K. Lashofa [1] dla...
AbstractWe consider two-dimensional immersions in Euclidean 3-space that are stable for parametric f...
We study affine immersions, as introduced by Nomizu and Pinkall, of $M^n$ into $\R^$. We call $M^n$ ...
In this paper we study compact immersed orientable hypersurfaces in the Euclidean space Rn+1 and sho...
Let M be a closed connected smooth n-dimensional manifold and let R^m be the m-dimensional Euclidean...
Let M be a closed connected smooth n-dimensional manifold and let R^m be the m-dimensional Euclidean...