凯发娱乐数学论坛

--- 分析与偏微分方程讨论班(2023秋季第4讲)

Some progress on BMO and John- Nirenberg type spaces

袁文 (北京师范大学)

时间🧙🏻‍♀️：9月20日（周三）下午2:00-3:00

地点：点击链接入会，或添加至会议列表🏊🏻‍♂️👩🏽‍🦱：

https://meeting.tencent.com/dm/UMfezlSnMtL6

#腾讯会议🙋🏽‍♀️：592-379-065

摘要: The space BMO of functions of  bounded means oscillations, as well as its  generalization, the John-Nirenberg spaces  $JN_p$, were introduced by John and Nirenberg  in their celebrated article [Comm. Pure Appl.  Math. 14 (1961), 415-426], and have found  various applications in mathematics. It is  known that the limit space of $JN_p$ as $p \to\infty$ is just BMO. In recent years,  there exists an increasing interest in  John--Nirenberg spaces and some of their  variants and generalizations. In this talk,  we introduce some recent progress on  John--Nirenberg spaces and their various variants.

报告人简介: 袁文👝，北京师范大学凯发娱乐教授💃🏼，曾获国家级人才科学基金、教育部自然科学奖二等奖（排名第二）、德国洪堡基金。主要从事调和分析特别是函数空间实变理论与算子有界性方面的研究，已在欧氏空间与齐型空间上的Hardy空间、Morrey空间🎈、Besov空间及Triebel-Lizorkin空间等各种函数空间的实变理论及其应用方面取得了一系列学术成果🦫，部分成果发表于Adv. Math.、ACHA、JFA、JMPA👳🏻、CVPDE和Trans. AMS等知名数学期刊上；

邀请人𓀗：张安

欢迎大家参加👲🏻！