2025京师调和分析论坛(4) (2025.7.15)
会议安排
Zoom会议号：815 467 58705，入会密码：111111
时间 |
报告人 |
报告题目 |
单位 |
8:40-9:25 |
Eiichi NAKAI |
The Distance in Morrey−Campanato Spaces to
(I) |
Ibaraki University, Japan |
9:30-10:15 |
The Distance in Morrey−Campanato Spaces to
(II) |
10:30-11:15 |
Yoshihiro SAWANO |
Complex interpolation of closed subspaces of maximal Banach lattices with applications to smoothness Morrey spaces (I) |
Chuo University, Japan |
11:20-12:05 |
Complex interpolation of closed subspaces of maximal Banach lattices with applications to smoothness Morrey spaces (II) |
本会议由以下项目支持:
北京师范大学优秀青年创新团队项目“调和分析及其在偏微分方程中的应用”
北京师范大学教育部&科技部“调和分析及其应用创新引智基地”
国家自然科学基金重点项目“相关于球平均、Chirp函数和区域上算子的函数空间公理化实变理论及其应用”
会议组委会： 杨大春 (本次会议组织者), 戴峰, 袁文, 张阳阳, 周渊
2025年7月6日
报告信息
报告人: Eiichi NAKAI (Ibaraki University, Japan)
报告题目: The Distance in Morrey-Campanato Spaces to
报告摘要: In this talk, we characterize the distance between a function 
and the set in generalized Morrey−Campanato spaces with variable growth conditions. As an application, we demonstrate the boundedness of Calderόn−Zygmund operators and fractional integral operators.
报告人: Yoshihiro SAWANO (Chuo University, Japan)
报告题目: Complex interpolation of closed subspaces of maximal Banach lattices with applications to smoothness Morrey spaces
报告摘要: Given two maximal Banach lattices, we obtain a description of their complex interpolation, extending the work of Hakim. The results are stated in a general framework. We derive a new characterization of complex interpolation spaces for Morrey spaces. Several other applications are also presented. This is a joint work with Dachun Yang and Wen Yuan.
