A signed version of Putnam's homology theory: Lefschetz and zeta functions
arXiv:1612.02066
Abstract
A signed version of Putnam homology for Smale spaces is introduced. Its definition, basic properties and associated Lefschetz theorem are outlined. In particular, zeta functions associated to an Axiom A diffeomorphism are compared.
To appear in the conference proceedings from the MATRIX-program C*-algebraic invariants for dynamics using KK-theory in Creswick, Australia, 2016