Adeel Khan (Essen) Brave new motivic homotopy theory, I
We consider extensions of Morel-Voevodsky's motivic homotopy theory to the
settings of derived and spectral algebraic geometry. Part I will be a
review of the language of infinity-categories and the setup of
Morel-Voevodsky homotopy theory in this language. As an example we will
sketch an infinity-categorical proof of the representability of Weibel's
homotopy invariant K-theory in the motivic homotopy category.
Published Sep. 27, 2016 9:38 AM
- Last modified Sep. 27, 2016 9:38 AM