地点：海纳苑2幢204室

时间：9月29日，16:00 - 17:20

报告人：杜鹏 Peng Du（浙江师范大学）

摘要:  

• Pretalk: An overview of tensor triangular geometry

• • I will discuss some basics on tensor triangular geometry, and specialise to some concrete examples, in particular in the homotopy setting.

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• Research talk: Isotropic points in the Balmer spectrum of stable motivic homotopy categories

• I will discuss the tensor-triangulated geometry of the stable motivic homotopy category SH(k) and a big family of the so-called isotropic realisation functors, parameterized by the choices of a Morava K-theory and an extension of the base field k (of characteristic zero). By studying the target category of such an isotropic realisation functor, we are able to construct the so-called isotropic Morava points of the Balmer spectrum Spc(SH(k)c) of the stable motivic homotopy category SH(k). This is based on a joint work with A. Vishik.

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