Harmonic Analysis applied to Geometry of Fractal Sets

该奖项提供资金，以帮助支付参加会议的费用“谐波分析应用于分形集的几何”，将于2017年2月3日至5日，在俄亥俄州州立大学的校园。有关更多信息，请参阅网站https://u.osu.edu/hafs2017/This会议致力于研究位于调和分析和分形集几何界面的问题（例如，法尔科纳距离猜想;分形集合中几何结构的存在，如三角形;傅里叶变换和豪斯多夫维数之间的关系）。将有九位主讲人：Seymon Dyatlov，Alex iosevich，Erin Pearse，Lilian Pierce，Malabika Pramanik，Sze-Man Ngai，Karoly Simon，巴勃罗Shmerkin和Mariusz Urbanski。该计划为初级数学家提供了充分的机会来展示他们的工作。

This award provides funding to help defray the expenses of participants in the conference "Harmonic Analysis Applied to Geometry of Fractal Sets" that will be held February 3-5, 2017, on the campus of Ohio State University. For additional information see the website https://u.osu.edu/hafs2017/This conference is devoted to the study of problems that lie at the interface of harmonic analysis and the geometry of fractal sets (e.g., the Falconer distance conjecture; the existence of geometric configurations, such as triangles, within fractal sets; the relationship between the Fourier transform and Hausdorff dimension). There will be nine featured speakers: Seymon Dyatlov, Alex iosevich, Erin Pearse, Lilian Pierce, Malabika Pramanik, Sze-Man Ngai, Karoly Simon, Pablo Shmerkin, and Mariusz Urbanski. The program allows ample oppportunity for junior mathematicians to present their work.