Analysis in Missouri: a Midwestern Symposium

该奖项为美国参加会议提供资金“在密苏里州分析：中西部研讨会”将于2019年9月5日至8日在哥伦比亚的密苏里州大学举行。会议重点关注分析的最新发展，特别是在谐波分析和泛函分析及其应用领域。 与会者在会议上作出了重大贡献，最近的发展领域的椭圆偏微分方程，安德森本地化，渐近几何分析，非交换L^p空间，奇异积分算子和两个重量的问题，凸几何，以及相互作用的调和分析，添加剂组合数学和组合几何。 我们预计，与会者将在全体会议和较短的会谈中提出这些议题。一些杰出的数学家已同意出席这次会议并在会上发言。 该奖项为早期职业研究人员，代表性不足的团体成员以及未由NSF资助的研究人员提供了参加本次会议的机会。 组织委员会将努力通过一些不同的活动向目标群体宣传这一资助机会。 更多信息将在即将建立的网址上提供，该网址将通过以下方式访问：https://www.math.missouri.edu/.This奖项反映了NSF的法定使命，并被认为值得通过使用基金会的知识价值和更广泛的影响审查标准进行评估来支持。

This award provides funding for US participation in the conference "Analysis in Missouri: a Midwestern symposium" that will be held September 5-8, 2019 at the University of Missouri, Columbia. The conference focuses on recent developments in Analysis, especially in the fields of Harmonic Analysis and Functional Analysis and their applications. Participants in the conference have contributed significantly to recent developments in the fields of elliptic partial differential equations, Anderson localization, asymptotic geometric analysis, non-commutative L^p spaces, singular integral operators and the two-weight problem, convex geometry, and the interplay of harmonic analysis, additive combinatorics, and combinatorial geometry. We anticipate that these topics will be presented by the participants in plenary talks and in shorter talks. A number of distinguished mathematicians have agreed to attend and speak at this conference. This award gives early career researchers, members of underrepresented groups, and researchers not funded by NSF an opportunity to attend and participate in this conference. The organizing committee will strive to make this funding opportunity known to target groups through a number of different activities. More information will be made available at a url to be established soon that will be accessible via: https://www.math.missouri.edu/.This award reflects NSF's statutory mission and has been deemed worthy of support through evaluation using the Foundation's intellectual merit and broader impacts review criteria.