# Asaf Horev: Genuine equivariant factorization homology

**Time: **
Tue 2019-01-22 14.30 - 15.30

**Lecturer: **
Asaf Horev (Jerusalem)

**Location: ** Room 34, House 5, Kräftriket, Department of Mathematics, Stockholm University

Abstract:

Factorization homology is an invariant of framed manifolds, used for constructing quantum field theories from \(E_n\) algebras. We review factorization homology and present a genuine equivariant version, which assigns to each framed G-manifold a genuine G-spectrum. We describe real topological Hochschild homology as the genuine \(C_2\)-factorization homology of a circle.