扬州大学教师个人主页服务平台 Shouwen Fang--Home-- The (logarithmic) Sobolev inequalities along geometric flow and applications

Personal Information

Master Tutor

Name (English):Shouwen Fang

Name (Pinyin):Fang Shou Wen

E-Mail:

School/Department:数学学院

Education Level:With Certificate of Graduation for Doctorate Study

Business Address:瘦西湖校区数学科学学院办公室312

Gender:Male

Contact Information:swfang@yzu.edu.cn

Degree:博士

Professional Title:正高级

Status:在岗

Alma Mater:浙江大学

Discipline:
Basic Mathematics

Other Contact Information:

Telephone:

Email:

Home > Scientific Research > Paper Publications

The (logarithmic) Sobolev inequalities along geometric flow and applications

Date:2021-04-09 clicks:

Affiliation of Author(s):数学学院

Journal:JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS

Co-author:郑涛

First Author:Shouwen Fang

Indexed by:Unit Twenty Basic Research

Volume:434(1)

Page Number:729-764

ISSN No.:0022-247X

Translation or Not:no

Date of Publication:2016-01-01

Pre One:Isoperimetric inequality along the twisted Kahler-Ricci flow Next One:Eigenvalues of geometric operators related to the Witten Laplacian under the Ricci flow

+

Recommended MA Supervisor

Personal Information

Other Contact Information:

The (logarithmic) Sobolev inequalities along geometric flow and applications

Date:2021-04-09 clicks:

Pre One:Isoperimetric inequality along the twisted Kahler-Ricci flow Next One:Eigenvalues of geometric operators related to the Witten Laplacian under the Ricci flow

Click:

Link:Official website

The Last Update Time:..

+

Recommended MA Supervisor

Personal Information var _tsites_com_view_mode_type_=8;

Other Contact Information:

The (logarithmic) Sobolev inequalities along geometric flow and applications

Date:2021-04-09 clicks:

Pre One:Isoperimetric inequality along the twisted Kahler-Ricci flow Next One:Eigenvalues of geometric operators related to the Witten Laplacian under the Ricci flow

Click:

Link:Official website

The Last Update Time:..

Personal Information