2 citations · 4 across the 3 of their papers we have counts for
3 papers
math.KT2017★ 2 cited
On the universal property of Waldhausen's K-theory
Wolfgang Steimle
In this note we show that Waldhausen's K-theory functor from Waldhausen categories to spaces has a universal property: It is the target of the "universal global Euler characteristi…
math.GT2012★ 2 cited
Non-trivial self-concordances and a recent conjecture by Botvinnik
Wolfgang Steimle
The goal of this note is to construct, on many manifolds, non-trivial concordances from the identity to itself. This produces counterexamples to a recent conjecture by Botvinnik.
math.GT2009
Obstructions to Fibering a Manifold
F. T. Farrell, Wolfgang Lück, Wolfgang Steimle
Given a map f: M \to M of closed topological manifolds we define torsion obstructions whose vanishing is a necessary condition for f being homotopy equivalent to a projection of a…