分数次积分在具有混淆范数的勒贝格空间上的性子

2018.12.06

投稿:龚惠英部分:理学院浏览次数:

活动信息

时间: 2018年12月10日 11:00

所在: 校本部G507

报告问题: 分数次积分在具有混淆范数的勒贝格空间上的性子(Fractional Integrals on Lebesgue Spaces with Mixed Norms)

报 告 人: 孙文昌 教授(南开大学)

报告时间:2018年12月10日(周一)11:00

报告所在:校本部G507

主理部分:理学院数学系

报告摘要:Lebesgue spaces with mixed norms were first studied by Benedek and Panzone in 1961, where many fundamental properties were proved. In particular, they showed that such spaces possess similar properties as usual Lebesgue spaces. In this talk, we focus on the fractional integral opetrors on mixed Lebesgue spaces. As applications, we establish some geometric inequalities related to fractional integrals.

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