讨论班 学术会议 学术报告 讨论班 讨论班 讨论班 首页 > 21 2023-09 Sharp pointwise convergence on the Schrödinger operator along one class of curves Title: Sharp pointwise convergence on the Schrödinger operator along one class of curvesSpeaker:曹桢斌（北京师范大学）Time:2023-06-08，9:00-11:00Location:腾讯会议 256787687Abstract:Almost everywhere convergence on the solution of Schrödinger equation is an important problem raised by Carleson, which was essentially solved by Du-Guth-Li and Du-Zhang. In this talk, we discuss pointwise convergence o... 21 2023-09 波方程在调和分析中的若干应用 题目: 波方程在调和分析中的若干应用报告人： 颜立新（中山大学）时间: 2023-06-19，9:15-10:10地点: 腾讯会议：707-961-627摘要：本报告中，我们将探讨波方程解的若干性质，以及它在奇异积分、函数空间、乘子理论等调和分析若干问题中的应用。报告人简介：颜立新，中山大学数学学院教授，博士生导师。国家杰出青年基金获得者, 国务院政府特殊津贴专家。长期从事调和分析领域的研究，在与微分算子相联... 21 2023-09 L^p bounds for Hilbert transforms along certain variable curves Title: L^p bounds for Hilbert transforms along certain variable curvesSpeaker:万仁辉（南京师范大学）Time:2023-06-01，9:00-10:00Location:腾讯会议 754117896Abstract:We will show the L^p boundedness of the Hilbert transforms along some variable non-flat curves. The proof is based on the estimate of shift maximal operator and Stein-Wainger-type’s decay estimate by Guo-Pierce-Roos-Yung. Besides, we al... 21 2023-09 On the Moduli Description of a Class of Unitary Shimura Varieties 21 2023-09 Marked Length Spectral determination of analytic chaotic billiards 21 2023-09 Can you hear the shape of a drum? and deformational spectral rigidity 21 2023-09 Local Birkhoff Conjecture for convex planar billiards 21 2023-09 限制性框架下Schrödinger算子的谱分析 Title: 限制性框架下Schrödinger算子的谱分析Speaker:苗长兴（北京应用物理和计算数学研究所）Time: 2023年5月25日 9:30-11:00Location:腾讯会议 970741100Abstract:研究Schrödinger算子对应的散射理论有两种途径,其一是基于迹定理的加权空间框架,形成了常用的经典研究方法; 其二基于超曲面或余维为k光滑流形上Stein-Tomas限制性定理,形成了在限制性框架下研究Schrödinger算子谱理论的现代方法。报告重点介绍限制... 21 2023-09 A family of Monge-Ampère type operators converging to sigma_k, and their Minkowski problems 21 2023-09 A Nakai-Moishezon type criterion for supercritical deformed Hermitian-Yang-Mills equation Title: A Nakai-Moishezon type criterion for supercritical deformed Hermitian-Yang-Mills equationAbstract: The deformed Hermitian-Yang-Mills equation is a fully nonlinear elliptic PDE on Kahler manifolds, which can be regarded as the complex analogue of the Lagrangian equation. In this talk, I will present a Nakai-Moishezon type criterion for supercritical deformed Hermitian-Yang-Mills equation, wh... 每页 10 记录 总共 1210 记录 第一页 <<上一页 下一页>> 尾页 页码 30/121 跳转到
