Secondary Invariants for Frechet Algebras and Quasihomomorphisms

@inproceedings{Perrot2008SecondaryIF,
  title={Secondary Invariants for Frechet Algebras and Quasihomomorphisms},
  author={Quasihomomorphisms Denis Perrot},
  year={2008}
}
  • Quasihomomorphisms Denis Perrot
  • Published 2008
A Fréchet algebra endowed with a multiplicatively convex topology has two types of invariants: homotopy invariants (topological K-theory and periodic cyclic homology) and secondary invariants (multiplicative K-theory and the non-periodic versions of cyclic homology). The aim of this paper is to establish a RiemannRoch-Grothendieck theorem relating direct… CONTINUE READING