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Hermitian K-theory for Waldhausen infinity categories with genuine duality

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HHHW01 - Higher structures in homotopy theory

In the talk we will introduce the concept of an infinity category with genuine duality, a refinement of the notion of a duality on an infinity category. We will then define the infinity category of Waldhausen infinity categories with genuine duality and study the hermitian/real K-theory functor on this category. In particular we will state and indicate a proof of the Additivity theorem in this context. This is joint work with Hadrian Heine and Paula Verdugo.

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

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