Title: How far can you go with the Cauchy-Schwarz inequality and integration by parts?
Speaker: Haonan Zhang（Institute of Science and Technology, Austria）
Time: 15:00-16:00, January3
Location: Room 201，Ming De Building
Abstract: In this talk I will brieflfly review the Gaussian log Sobolev inequality(LSI) from difffferent points of view. In particular, LSI can be rephrased in terms of the (relative) entropy and the Fisher information. This modifified form(MLSI) admits a simple proof by Ledoux and has been generalized to the quantum setting (Carlen-Maas). We recall their work here and prove that MLSI implies LSI in this quantum setting.
