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数学学科现代分析及其应用研究所学术报告(范大山 威斯康辛大学米鹿沃基分校Wisconsin-Milwaukee)

发布者:戴 情   发布时间:2021-03-16  浏览次数:10

报告题目1: L^2 estimates
报 告 人:范大山教授 ( 威斯康辛大学米鹿沃基分校Wisconsin-Milwaukee)
会议时间:3月17日(周三),8:00-10:00
摘要:Since the L^2 boundedness is the most important step to further study the L^p boundedness of a linear, or sublinear operator, I will address several methods to obtain an L^2 estimate.  These methods include Plancherel's theorem, Schur's lemma, TT* method, Cotlar's lemma and T1 theorem. Two applications related to my research will be given and some possible research problems also will be addressed.
腾讯会议ID:  594 193 994,

            https://meeting.tencent.com/s/cLAYmiEoEjKK
报告地点:20-308
 
报告题目2: DeLeeuw’s Theorem of Multipliers
报 告 人:范大山教授 ( 威斯康辛大学米鹿沃基分校Wisconsin-Milwaukee)
会议时间:3月18日(周四),8:00-10:00
腾讯会议ID:  688 948 220,

            https://meeting.tencent.com/s/vlHsda3JKffT
报告地点:20-306



邀请人:陈杰诚