报告题目：Typical self-affine sets with non-empty interior
报告人：丰德军教授（香港中文大学）
时间：12月7日，14：00-15：00
腾讯会议：469852402

报告摘要： A self-affine set is the attractor of an affine iterated function system.  In his celebrated work, Falconer (1988) determined the dimension of  typical self-affine sets. Later, Jordan, Pollicott and Simon (2007) gave a sufficient condition for a typical self-affine set to have positive Lebesgue measure.   In this talk, I will present some sufficient conditions for a typical self-affine set to have a non-empty interior. This is based on joint work with Zhou Feng.  


邀请人：赵云