# Schreiber Higher and Equivariant Bundles

A talk that I have given:

talk

$\;\;\;\;$ in the Higher Structures Seminar

$\;\;\;\;$ via Feza Gürsey Center for Math and Physics

$\;\;\;\;$ Bebek/İstanbul, 8th February 2022

Abstract. The natural promotion of the classical concept of (principal) fiber bundles to “higher structures”, namely to equivariant principal $\infty$-bundles internal to a singular-cohesive $\infty$-topos, turns out to be a natural foundation for generalized cohomology theory in the full beauty of twisted equivariant differential non-abelian cohomology of orbifolds, and as such for much of the higher homotopical mathematics needed at the interface of algebraic topology, geometry and mathematical quantum physics. This talk gives some introduction and overview, based on joint work with H. Sati (arXiv:2008.01101, arXiv:2112.13654).

Related talks:

Related lecture notes:

Last revised on November 16, 2022 at 11:09:53. See the history of this page for a list of all contributions to it.