# Denis Nardin: A new description of global homotopy theory

**Time: **
Tue 2022-10-04 10.15 - 11.15

**Location: **
Albano, house 1, Cramer room

**Participating: **
Denis Nardin (Regensburg)

**Abstract:**

Global homotopy theory was developed to describe G-equivariant phenomena uniform in the group G. From the beginning the intuition was that a global object should correspond to a G-equivariant object for every G plus some gluing data. In this talk I will explain how to make this precise in the case of global spaces and global spectra.

This is joint work with S. Linskens and L. Pol.