38 citations · 202 across the 52 of their papers we have counts for
4 papers · 1 filter
Poincare duality and Periodicity
John R. Klein, William Richter
We construct periodic families of Poincare complexes, partially solving a question of Hodgson that was posed in the proceedings of the 1982 Northwestern homotopy theory conference.…
The refined transfer, bundle structures and algebraic K-theory
John R. Klein, Bruce Williams
We give new homotopy theoretic criteria for deciding when a fibration with homotopy finite fibers admits a reduction to a fiber bundle with compact topological manifold fibers. The…
The "fundamental theorem" for the algebraic K-theory of spaces. III. the nil-term
John R. Klein, Edward Bruce Williams
In this paper we identify the ``nil-terms'' for Waldhausen's algebraic K-theory of spaces functor as the reduced K-theory of a category of equivariant spaces equipped with a homoto…
Operations on A-theoretic nil-terms
Joachim Grunewald, John R. Klein, Tibor Macko
For a space X, we define Frobenius and Verschiebung operations on the nil-terms NA^{fd} (X) in the algebraic K-theory of spaces, in three different ways. Two applications are inclu…