Add to ORKGProceedings of the fourth international workshop on differential geometry (Brasov-Romania, September 16-22, 1999). // Organized by Institute of Mathematics of the Romanian Academy, Bucharest ; Transilvania University of Braşov, Faculty of Science ; West university of Timisoara, Faculty of Mathematics ; Astra Association, Romania // editors: Gheorghe Pitis and Gheorghe Munteanu // Published by Transilvania University Press, Braşov, 200
Denote by [M ⊂ R^m] the set of isotopy classes of embeddings of an n-manifold M in Euclidean m-space...
AbstractLet M and N be smooth manifolds. The calculus of embeddings produces, for every k⩾1, a best ...
AbstractWe work in the smooth category. Let N be a closed connected n-manifold and assume that m>n+2...
AbstractWe give a complete obstruction to turning an immersion f:Mm→Rn into an embedding when 3n⩾4m+...
Proceedings of the fourth international workshop on differential geometry (Brasov-Romania, September...
Proceedings of the fourth international workshop on differential geometry (Brasov-Romania, September...
AbstractFor a 2n−m connected map from an n-dimensional complex to a m-dimensional manifold, an obstr...
For a closed connected differentiable manifold M, a differentiable manifold N and a differentiable m...
AbstractIn this paper the isotopy group of embeddings of an orientable closed manifold M in the real...
AbstractWe prove a theorem on equivariant maps implying the following two corollaries:(1) Let N and ...
For a closed connected differentiable manifold M, a differentiable manifold N and a differentiable m...
The thesis consists of presenting and analysing the original proof for the Embedding Theorem that H...
Let M and N be smooth manifolds. For an open V M let emb(V;N) be the space of embeddings from V to ...
Let M and N be smooth manifolds. For an open V M let emb(V;N) be the space of embeddings from V to ...
Thesis (M. Eng.)--Massachusetts Institute of Technology, Dept. of Electrical Engineering and Compute...
Denote by [M ⊂ R^m] the set of isotopy classes of embeddings of an n-manifold M in Euclidean m-space...
AbstractLet M and N be smooth manifolds. The calculus of embeddings produces, for every k⩾1, a best ...
AbstractWe work in the smooth category. Let N be a closed connected n-manifold and assume that m>n+2...
AbstractWe give a complete obstruction to turning an immersion f:Mm→Rn into an embedding when 3n⩾4m+...
Proceedings of the fourth international workshop on differential geometry (Brasov-Romania, September...
Proceedings of the fourth international workshop on differential geometry (Brasov-Romania, September...
AbstractFor a 2n−m connected map from an n-dimensional complex to a m-dimensional manifold, an obstr...
For a closed connected differentiable manifold M, a differentiable manifold N and a differentiable m...
AbstractIn this paper the isotopy group of embeddings of an orientable closed manifold M in the real...
AbstractWe prove a theorem on equivariant maps implying the following two corollaries:(1) Let N and ...
For a closed connected differentiable manifold M, a differentiable manifold N and a differentiable m...
The thesis consists of presenting and analysing the original proof for the Embedding Theorem that H...
Let M and N be smooth manifolds. For an open V M let emb(V;N) be the space of embeddings from V to ...
Let M and N be smooth manifolds. For an open V M let emb(V;N) be the space of embeddings from V to ...
Thesis (M. Eng.)--Massachusetts Institute of Technology, Dept. of Electrical Engineering and Compute...
Denote by [M ⊂ R^m] the set of isotopy classes of embeddings of an n-manifold M in Euclidean m-space...
AbstractLet M and N be smooth manifolds. The calculus of embeddings produces, for every k⩾1, a best ...
AbstractWe work in the smooth category. Let N be a closed connected n-manifold and assume that m>n+2...