报告人：应坚刚(复旦大学)

时间：2024年5月10日下午14:00-15:00

地点：海纳苑2幢105

摘要：Dirichlet form is a symmetric bilinear form on L^2 space which satisfies so-called Markov property. It is known that a regular Dirichlet form, a Dirichlet form with dense continuous functions, corresponds to a symmetric Markov process. In this way, the bridge between analysis and probability was established. In this talk, we shall focus on the extensions and subspaces of a Dirichlet form. More precisely the recent progress and unsolved problems on Fukushima’s types of extensions and subspaces will be presented.    

联系人：赵敏智（zhaomz@zju.edu.cn）