15 citations · 91 across the 20 of their papers we have counts for
5 papers · 1 filter
Higher homotopy categories, higher derivators, and K-theory
George Raptis
For every -category , there is a homotopy -category and a canonical functor …
On transfer maps in the algebraic -theory of spaces
George Raptis
We show that the Waldhausen trace map , which defines a natural splitting map from the algebraic -theory of spaces to stable homotopy, is nat…
Dévissage for Waldhausen K-theory
George Raptis
A dévissage-type theorem in algebraic -theory is a statement that identifies the -theory of a Waldhausen category in terms of the -theories of a collection o…
A cobordism model for Waldhausen -theory
George Raptis, Wolfgang Steimle
We study a categorical construction called the cobordism category, which associates to each Waldhausen category a simplicial category of cospans. We prove that this construction is…
A note on K-theory and triangulated derivators
Fernando Muro, George Raptis
In this paper we show an example of two differential graded algebras that have the same derivator K-theory but non-isomorphic Waldhausen K-theory. We also prove that Maltsiniotis's…