International Conference in Harmonic Analysis

该奖项为将于3月16-20日在威斯康星大学麦迪逊分校举行的谐波分析会议提供资金支持。这次会议专门讨论了调和分析的最新发展。它将由该领域的顶尖数学家进行25次演讲，并为初级参与者提供一些机会来分享他们最近的工作和学习开放的问题。这将特别有利于研究生和年轻的研究人员。将提供资金，帮助支付演讲者和初级参与者的住宿和旅行费用。组织者将特别鼓励妇女和代表性不足群体的成员参加。会议将展示谐波分析方面的最新研究成果和方法。主题将包括振荡积分、傅里叶限制和乘子问题、仿射不变度量的作用、Wolff不等式和解耦、经典分析中的不等式极值问题、加权不等式以及与分数维集合上的测量相关的问题。有关会议的信息将在www.math.witc.edu/ha_2016上提供

This award provides funding support to the Conference in Harmonic Analysis which will be held on March 16-20 on the campus of the University of Wisconsin-Madison. The conference is devoted to recent developments in harmonic analysis. It will feature 25 talks by leading mathematicians in the field, as well as a number of opportunities for junior participants to share their recent work and learn about open problems. This will be especially beneficial to graduate students and young researchers. Funding will be available to help defray lodging and travel expenses for speakers and junior participants. The organizers will especially encourage the participation of women and members of underrepresented groups. The conference will feature recent research results and methods in harmonic analysis. Topics will include oscillatory integrals, Fourier restriction and multiplier problems, the role of affine invariant measures, Wolff inequalities and decoupling, extremizers for inequalities in classical analysis, weighted inequalities, and problems associated with measures on sets of fractional dimensions.Information about the conference will be made available at www.math.wisc.edu/ha_2016