1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.AT2013
Equivariant Lefschetz and Fuller indices via topological intersection theory
Philipp Wruck
For a compact Lie group G, we use G-equivariant Poincaré duality for ordinary RO(G)-graded homology to define an equivariant intersection product, the dual of the equivariant cup p…
math.AT2013★ 1 cited
Axiomatic Description of Lefschetz Type Equivariant Homotopy Invariants
Philipp Wruck
We describe generators of universal Lefschetz groups consisting of self-maps of equivariant 1-spheres. This allows to formulate a normalization axiom which, together with the usual…
math.DS2013
Genericity in equivariant dynamical systems and equivariant Fuller index theory
Philipp Wruck
We define a notion of equivariant non-degeneracy of -maps to introduce the class of equivariantly non-degenerate flows on smooth compact manifolds with compact Lie group action.…