Moduli space of vector bundles and Frobenius splitting-求真书院

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Moduli space of vector bundles and Frobenius splitting

来源： 11-06

时间：Mon., 10:30-11:30 Nov. 6, 2023

地点：Lecture Hall C548, Shuangqing Complex Building A双清综合楼A座C548报告厅

主讲人：Mingshuo Zhou 周明铄 Tianjin University

Abstract

After a brief introduction of Frobenius splitting in positive charactersitic, we report some progresses about moduli space of vector bundles on a curve in this direction. This is based on a program with Professor Xiaotao Sun.

About the speaker

周明铄，天津大学应用数学中心副研究员。研究方向为代数几何。

Personal Website：

http://cam.tju.edu.cn/faculty/teacherDetail.php?id=68

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An introduction to Frobenius manifolds and primitive forms III
AbstractThe notion of Frobenius manifold was essentially found by Kyoji Saito, and axiomatized by Dubrovin. Frobenius manifolds play an important role in algebraic geometry, singularity theory and mirror symmetry. Based on mirror symmetry, it is expected that there exists a structure of Frobenius manifold on the space of stability conditions on a certain triangulated category. In particular, we...
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MCM-YMSC p-adic Geometry Learning Seminar | Integral Frobenius structure
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书院学术

Moduli space of vector bundles and Frobenius splitting

An introduction to Frobenius manifolds and primitive forms III

MCM-YMSC p-adic Geometry Learning Seminar | Integral Frobenius structure

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