Paths and cylinders
-homotopy theory is the study of the localization of an (∞,1)-sheaf (∞,1)-category over a site of analytic spaces at morphisms , where is the Tate ball.
- Joseph Ayoub, Motives of rigid varieties and the motivic nearby functor (pdf)
Created on January 3, 2012 19:51:19
by Urs Schreiber