1 citations · 1 across the 1 of their papers we have counts for
3 papers
math.DG2015★ 1 cited
Gluing Manifolds in the Cahiers Topos
Vincent S. Schlegel
We show that there is a fully faithful embedding of the category of manifolds with corners into the Cahiers topos, one of the premier models for Synthetic Differential Geometry. Th…
math.DG2013
The Caloron Correspondence and Odd Differential K-theory
Vincent S. Schlegel
The caloron correspondence is a tool that gives an equivalence between principal -bundles based over the manifold and principal -bundles on , where is…
math.KT2013
A Geometric Model for Odd Differential K-theory
Pedram Hekmati, Michael K. Murray, Vincent S. Schlegel +1
Odd -theory has the interesting property that it admits an infinite number of inequivalent differential refinements. In this paper we provide a bundle theoretic model for odd di…