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报告人：周泽华 教授 （天津大学）

时间：2024年11月18日 14:30-

地点: 搜书吧 LD402

摘要：Linear dynamics is a young and rapidly evolving branch of functional analysis, which is mainly concerned with the behaviour of iterates of continuous linear operators on separable infinite dimensional topological vector spaces. Such as, hypercyclicity, supercyclicity, chaoticity, transitivity and so on.In this talk, we characterize the disjoint hypercyclic and disjoint supercyclic composition operators on the little weighted Banach space $L^0_\mu(T)$ defined on an unbounded, locally finite metric space $T$ with a distinguished element. We give an explanation of the conditions which are needed and list some examples simultaneously.

邀请人: 数学研究中心

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