学术报告：Restriction families of projection

报告摘要：Projections of fractal sets is a fundamental problem in fractal geometry and geometric measure theory. We will introduce the restriction families of projections, and we show that Marstrand-Mattila type projection theorem still holds for some restricted directions. This talk is based on speak’s resent work.

主办单位：英国立博官网中文版

报告专家：陈昌昊（悉尼大学）

报告时间：2018年5月25日（周5）16：00-17：00

报告地点：数统学院203学术报告厅

专家简介：陈昌昊，男，New South Wales（悉尼）博士后，Oulu大学（芬兰）博士，本科硕士就读湖大数统学院，期间研究内容有projections of fractal sets, Kakeya problem, metric Diophantine approximation, Fourier transform of measures, doubling measures, quasiconformal mappings, dynamical systems, etc.期间在Illinosis Journal of Mathematics、Ann. Acad. Sci. Fenn. Math.、Ark. Mat.等杂志发表SCI论文进二十篇。先后参加十余场国际会议，并多次作报告。