Harmonic Analysis applied to Geometry of Fractal Sets

该奖项提供资金，用于支付将于2017年2月3日至5日在俄亥俄州立大学校园举行的“应用于几何的调和分析”会议的参会者的费用。有关更多信息，请参见网站https://u.osu.edu/hafs2017/This会议致力于研究存在于调和分析和分形集的几何之间的问题(例如，福尔科纳距离猜想；几何构形的存在，如在分形集内的三角形；傅里叶变换和豪斯道夫维度之间的关系)。将有九位主讲嘉宾：西蒙·迪亚特洛夫、亚历克斯·约塞维奇、艾琳·皮尔斯、莉莲·皮尔斯、马拉比卡·普拉马尼克、思曼·倪、卡罗莉·西蒙、巴勃罗·什默金和马里乌斯·乌尔班斯基。该项目为初级数学家提供了大量展示他们的工作的机会。

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.