A Reidemeister trace for fibred maps is defined as the alternating sum of suitable (elementary) traces for linear morphisms of fibred cellular free modules with local coefficients. This invariant extends in a natural way the classical construction of the generalized Lefschetz number-Reidemeister trace-to the category of fibred CW-complexes. © 2011 Springer Basel AG.
Ferrario, D. (2011). A Reidemeister trace for fibred maps. JOURNAL OF FIXED POINT THEORY AND ITS APPLICATIONS, 10(1), 113-127 [10.1007/s11784-011-0051-2].
A Reidemeister trace for fibred maps
FERRARIO, DAVIDE LUIGI
2011
Abstract
A Reidemeister trace for fibred maps is defined as the alternating sum of suitable (elementary) traces for linear morphisms of fibred cellular free modules with local coefficients. This invariant extends in a natural way the classical construction of the generalized Lefschetz number-Reidemeister trace-to the category of fibred CW-complexes. © 2011 Springer Basel AG.
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