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math.GT2010★ 1 cited
Embedding punctured n-manifolds in Euclidean (2n-1)-space
Dmitry Tonkonog
Let be a closed orientable connected -manifold, . We classify embeddings of the punctured manifold into up to isotopy. Our result in some sense ext…
math.GT2010★ 8 cited
Embedding 3-manifolds with boundary into closed 3-manifolds
Dmitry Tonkonog
We prove that there is an algorithm which determines whether or not a given 2-polyhedron can be embedded into some integral homology 3-sphere. This is a corollary of the following…