13 citations · 13 across the 2 of their papers we have counts for
4 papers
The orthogonal Lie algebra of operators: ideals and derivations
Qinggang Bu, Sen Zhu
We study in this paper the infinite-dimensional orthogonal Lie algebra which consists of all bounded linear operators on a separable, infinite-dimensional, comp…
Reducible and irreducible approximation of complex symmetric operators
Ting Liu, Jiayin Zhao, Sen Zhu
This paper aims to study reducible and irreducible approximation in the set $\textsl{CSO}$ of all complex symmetric operators on a separable, complex Hilbert space . Wh…
Random weighted shifts
Guozheng Cheng, Xiang Fang, Sen Zhu
In this paper we initiate the study of a fundamental yet untapped random model of non-selfadjoint, bounded linear operators acting on a separable complex Hilbert space. We replace…
Approximation of chaotic operators
Geng Tian, Luoyi Shi, Sen Zhu +1
As well-known, the concept "hypercyclic" in operator theory is the same as the concept "transitive" in dynamical system. Now the class of hypercyclic operators is well studied. Fol…