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Started by le
Mon, 31 Aug 1992 11:02
PL Schoenflies Conjecture.
Author: le
Date: Mon, 31 Aug 1992 11:02
Date: Mon, 31 Aug 1992 11:02
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922 bytes
Could anyone give information about the PL Schoenflies Conjecture
as stated in Rushing: Topological Embeddings, AP 1973. He
stated that "it is still unknown".
Let \bigsigma^{n-1} be a PL (n-1)-sphere in S^n. Then,
the closures of the complementary domains of \bigsigma^{n-1}
are PL n-balls.
For what n is the PL Schoenflies Conjecture valid ?
Thanks in advance.
le@fuhainf.fernuni-hagen.de
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