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中国矿业大学(北京)tyc1286太阳成集团学术报告
发布时间: 2018-03-21 00:00 作者: 点击: 359

报告题目

1. Yabuta报告题目:Properties of mixed Lebesgue space and applications to multilinear strong maximal operators.

    摘要:1.In this talk, I will first introduce some basic facts about mixed Lebesgue spaces. Then, I will present some recent results for multilinear strong maximal operators on mixed Lebesgue spaces.

2. Qingying Xue报告题目:Regularity and continuity of multilinear strong maximal operators

摘要:As is well known, linear strong maximal function can be traced back to the famous work of Jessen, Marcinkiewicz and Zygmund (1935, Fund. Math.). They pointed out that unlike the classical Hardy-Littlewood maximal operator, the strong maximal function is not of weak type (1,1). Since then, many works had been done.

In 2011, Grafakos et al defined and consideredthe boundedness of multilinear stong maximal functions (2011, J. Geom. Anal.). This talk will be focused on the regularity and continuity of multilinear strong maximal operators on several function spaces.

This is a joint work of F. Liu and K. Yabuta

报告人:1.Professor Kozo Yabuta

           Kwansei Gakuin University

        2.Professor Qingying Xue

           Beijing Normal University

时间:2018322(周四)

15:00—16:00

16:00—17:00

地点:逸夫楼1417

主持人:吴新峰

 

欢迎参加


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