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On a classification of steady solutions to two-dimensional Euler equations Presentation
报告日期: 2024-08-01
Authors:  CHANGFENG GUI
Favorite |  | Submit date:2024/08/29
Mathematics From Personal Experience Presentation
报告日期: 2024-07-01
Authors:  CHANGFENG GUI
Favorite |  | Submit date:2024/08/29
Some New Inequalities in Analysis and Geometry Presentation
会议地点: University of Science and Technology of China Hefei, China, 报告日期: 2024-07-01
Authors:  CHANGFENG GUI
Favorite |  | Submit date:2024/08/29
Some New Inequalities in Analysis and Geometry Presentation
会议地点: Palermo, Italy, 会议日期: July 25, 2024, 报告日期: 2024-07-01
Authors:  CHANGFENG GUI
Favorite |  | Submit date:2024/08/29
Some New Inequalities in Analysis and Geometry Presentation
会议地点: Chengdu, China, 报告日期: 2024-06-01
Authors:  CHANGFENG GUI
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Some New Inequalities in Analysis and Geometry Presentation
会议地点: Central South University, Changsha, China, 报告日期: 2024-05-11
Authors:  CHANGFENG GUI
Favorite |  | Submit date:2024/08/29
On a classification of steady solutions to two-dimensional Euler equations Presentation
报告日期: 2024-05-01
Authors:  CHANGFENG GUI
Favorite |  | Submit date:2024/08/29
Rigidity of Hawking Mass for Stable Constant Mean Curvature Spheres Presentation
会议地点: University of Tokyo, Tokyo, Japan, 报告日期: 2024-03-27
Authors:  CHANGFENG GUI
Favorite |  | Submit date:2024/08/29
Rigidity of Hawking Mass for Stable Constant Mean Curvature Spheres Presentation
会议地点: IMAG, University of Granada, Granada, Spain, 报告日期: 2024-01-26
Authors:  CHANGFENG GUI
Favorite |  | Submit date:2024/08/29
Improved Beckner’s inequality for axially symmetric functions on S4 Journal article
Gui, Changfeng, Hu, Yeyao, Xie, Weihong. Improved Beckner’s inequality for axially symmetric functions on S4[J]. Revista Matematica Iberoamericana, 2024, 40(1), 355-388.
Authors:  Gui, Changfeng;  Hu, Yeyao;  Xie, Weihong
Favorite | TC[WOS]:0 TC[Scopus]:0  IF:1.3/1.2 | Submit date:2024/05/16
Axial Symmetry  Beckner’s Inequality  Bifurcation  Conformal Metrics  Paneitz Operator  Q-curvature Equation  Szegö’s Limit Theorem