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Original Articles

On Some Fundamental Groups of Manifolds

Pages 159-169 | Received 15 Jun 2004, Published online: 03 Sep 2006
 

ABSTRACT

We construct a family of squashable complexes C m , which correspond to group presentations. From this family, we describe the manifold M (4,2) as the branched covering of S 3 over the link . Finally, we check the link group presentations.

Communicated by A. Olshanskiy.

2000 Mathematics Subject Classification:

ACKNOWLEDGMENT

The author thanks for the referee's comments and suggestions on the article. The article has been revised in the more readable form after the referee's useful indication.

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