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Regularity properties of the strong maximal operators associated with rectangles (第259讲)
浏览量:1194    发布时间:2017-06-09 08:30:26

报告题目:Regularity properties of the strong maximal operators associated with rectangles

报告人:刘风教授

报告时间:下午 2:00-2:40

报告地点:理A110

报告题目: Regularity properties of the strong maximal operators associated with rectangles
报告人:  山东科技大学 刘风教授
报告地点: 理 A110
报告时间: 06.09 周五下午 2:00-2:40
报告摘要:  It is well known that the maximal operators play an important role in harmonic analysis and partial differential equations. In this talk, we present some regularity properties of the strong maximal operators associated with rectangles, both in continuous case and in discrete case. Some results related to the fractional version, multilinear version and local version are also presented in this talk.
报告人: 刘风,山东科技大学内聘教授,硕士生导师,算子理论及其应用学科带头人,水原大学-临沂大学共建计算机科学博士生导师。 长期致力于以粗糙核奇异积分算子为核心的各类经典算子的有界性与连续性研究,在《JMAA》、《Sci. China Math.》、《Forum Math.》、《Collect. Math.》、《Tohoku Math. J.》、《Math. Nachr.》等数学杂志上发表(含接受发表)论文40篇,其中目前被SCI检索35篇。
 

博学堂讲座
Regularity properties of the strong maximal operators associated with rectangles (第259讲)
浏览量:1194    发布时间:2017-06-09 08:30:26

报告题目:Regularity properties of the strong maximal operators associated with rectangles

报告人:刘风教授

报告时间:下午 2:00-2:40

报告地点:理A110

报告题目: Regularity properties of the strong maximal operators associated with rectangles
报告人:  山东科技大学 刘风教授
报告地点: 理 A110
报告时间: 06.09 周五下午 2:00-2:40
报告摘要:  It is well known that the maximal operators play an important role in harmonic analysis and partial differential equations. In this talk, we present some regularity properties of the strong maximal operators associated with rectangles, both in continuous case and in discrete case. Some results related to the fractional version, multilinear version and local version are also presented in this talk.
报告人: 刘风,山东科技大学内聘教授,硕士生导师,算子理论及其应用学科带头人,水原大学-临沂大学共建计算机科学博士生导师。 长期致力于以粗糙核奇异积分算子为核心的各类经典算子的有界性与连续性研究,在《JMAA》、《Sci. China Math.》、《Forum Math.》、《Collect. Math.》、《Tohoku Math. J.》、《Math. Nachr.》等数学杂志上发表(含接受发表)论文40篇,其中目前被SCI检索35篇。