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Motifs in Derived Algebraic Geometry by Gauthier, Renaud is a scholarly article available to read on EtoBox.

What is Motifs in Derived Algebraic Geometry about?

We formalize the concept of sheaves of sets on a model site by considering variables thereof, or motifs, and we construct functorially defined derived algebraic stacks from them, thereby eliminating the necessity to choose derived extensions.

Author

Gauthier, Renaud

Published

2015

Language

EN