The aim of derived global analytic geometry is to give a proper setting for the cotangent complex and other derived constructions over a general (ind)-Banach ring, whose specialization to the Banach ring $\mathbb{C}$ of complex numbers gives back derived complex analytic spaces.

Jacob Lurie*DAG V: Structured Spaces*.

Jacob Lurie*DAG IX: Closed Immersions*.

Frederic Paugam*Overconvergent global analytic geometry* (arXiv:1410.7971).

Last revised on July 8, 2015 at 14:13:48. See the history of this page for a list of all contributions to it.