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Prisms from the equivariant perspective
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Yuri Sulyma, Brown University
Bhatt-Scholze's recent prismatic and q-crystalline cohomology theories depend on the notion of a prism. I will explain how prisms are natural from the point of view of equivariant homotopy theory, by constructing a Tambara functor out of a prism. This elucidates several aspects of the theory, and points the way to possible generalizations.
Conference on Homotopy Theory with Applications to Arithmetic and Geometry
June 27 - 30, 2022
Bhatt-Scholze's recent prismatic and q-crystalline cohomology theories depend on the notion of a prism. I will explain how prisms are natural from the point of view of equivariant homotopy theory, by constructing a Tambara functor out of a prism. This elucidates several aspects of the theory, and points the way to possible generalizations.
Conference on Homotopy Theory with Applications to Arithmetic and Geometry
June 27 - 30, 2022