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.
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.