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Derived algebraic geometry I

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HHHW03 - Derived algebraic geometry and chromatic homotopy theory

In this series of lectures I will outline the major features of derived algebraic geometry in both the connective and nonconnective settings. The connective setting is what is closer to classical algebraic geometry and the study of geometric moduli spaces, for example moduli of objects in derived categories; the nonconnective setting is what is needed for applications to topological modular forms.

This talk is part of the Isaac Newton Institute Seminar Series series.

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