We apply the homology theory with local coefficients to study closed even-dimensional manifolds with highly connected universal covering spaces. Then we obtain simple algebraic characterizations of aspherical manifolds and discuss some properties regarding the minimality of their Euler characteristics.

Manifolds with highly connected universal covers / Cavicchioli, Alberto; Hegenbarth, F.. - STAMPA. - 136:(1996), pp. 61-68.

Manifolds with highly connected universal covers

CAVICCHIOLI, Alberto;
1996

Abstract

We apply the homology theory with local coefficients to study closed even-dimensional manifolds with highly connected universal covering spaces. Then we obtain simple algebraic characterizations of aspherical manifolds and discuss some properties regarding the minimality of their Euler characteristics.
1996
136
61
68
Cavicchioli, Alberto; Hegenbarth, F.
Manifolds with highly connected universal covers / Cavicchioli, Alberto; Hegenbarth, F.. - STAMPA. - 136:(1996), pp. 61-68.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11380/461418
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