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Resolvent kernel functions arising from some stochastic partial
작성자Author
수학과
작성일Date
2018-05-29 16:57
조회Views
372
| 분야Field | Probability Seminar | ||
|---|---|---|---|
| 날짜Date | 2018-06-05 | 시간Time | 17:00 ~ 18:00 |
| 장소Place | Math. Bldg. 404 | 초청자Host | 김건우 |
| 연사Speaker | Le Chen | 소속Affiliation | University of Nevada, Las Vegas |
| TOPIC | Resolvent kernel functions arising from some stochastic partial | ||
| 소개 및 안내사항Content | Title: Resolvent kernel functions arising from some stochastic partial differential equations. Abstract: For a stochastic partial differential equation, the second probabilistic moment of its solution is the very first important quantity to study. In many cases, this second moment satisfies a linear Volterra equation of the second kind. I will show several examples when one can solve this integral equation explicitly. This is a purely analytic problem and the main tools that we use consist the Laplace and Fourier transforms and their inversions. |
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