Heat Kernel and Its Applications

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Heat Kernel and Its Applications

수리과학부 0 827
구분 초청강연
일정 2025-05-26(월) 17:00~22:00
세미나실 129동 309호
강연자 박지웅 (UT Austin)
담당교수 유필상
기타
The heat equation is a PDE that describes how temperature changes over time in Euclidean space. On a manifold, we can also define the heat equation and express its solution as an integral operator with a smooth kernel, called the heat kernel. In this talk, we study the heat equation and its applications to the Lefschetz fixed point theorem and the Atiyah--Singer index theorem.

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