11 citations · 13 across the 3 of their papers we have counts for
3 papers
math.KT2014★ 2 cited
Higher Tate central extensions via K-theory and infinity-topos theory
Sho Saito
We give a classification theorem of certain geometric objects, called torsors over the sheaf of K-theory spaces, in terms of Tate vector bundles. This allows us to present a very n…
math.KT2012★ 11 cited
On Previdi's delooping conjecture for K-theory
Sho Saito
We prove a modified version of Previdi's conjecture stating that the Waldhausen space (K-theory space) of an exact category is delooped by the Waldhausen space (K-theory space) of…
math.AT2010
On the geometric realization and subdivisions of dihedral sets
Sho Saito
By expressing the geometric realization of simplicial sets and cyclic sets as filtered colimits, Drinfeld (arXiv:math/0304064v3) proved in a substantially simplified way the fundam…