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1. Four-Manifolds With Surface Fundamental Groups.

Author

Alberto Cavicchioli, Friedrich Hegenbarth, and Dusan Repovs

Subjects
*MANIFOLDS (Mathematics), *GROUP theory
Abstract

We study the homotopy type of closed connected topological $4$-manifolds whose fundamental group is that of an aspherical surface $F$. Then we use surgery theory to show that these manifolds are $s$-cobordant to connected sums of simply-connected manifolds with an $\mathbb{S}^{2}$-bundle over $F$. [ABSTRACT FROM AUTHOR]

Published
1997
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