Variational principles for metric mean dimensions Freely quasiconformal mappings, quasimöbius mappings and quasisymmetric mappings

发布日期:2019-06-19点击数:

报告人: 刘红军(贵州师范大学)


日  期: 2019年625


时  间: 上午10:00


地  点: 理科楼 LD202


摘  要: It is well known that quasisymmetric mappings on the real line were first introduced by Beurling and Ahlfors, who extended each quasisymmetric self-mapping of the real line to a quasiconformal self-mapping of the upper half-planes. This concept was later promoted by Tukia and Väisälä, who introduced and studied quasisymmetric mappings between arbitrary metric spaces.In this talk, we shall introducethe relationship between the freely quasiconformal mappings and quasisymmetric mappings in quasihyperbolic spaces.


报告人简介刘红军,贵州师范大学数学科学学院副教授


公司联系人:黄小军


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