On Orbit Reflexive Tuple of Operators And Weak Orbit Reflexivity

Abstract

In this paper we give a various conditions for which the tuple $\mathcal{T}=(T_1,T_2,...,T_n)$ of commutative bounded linear operators on an infinite dimensional ( real , complex ) Banach space X is orbit reflexive. After we introduce the notion of weak orbit reflexive operator and we show some results.

References in corpus (2)

• R-Orbit Reflexive Operators
• Null-orbit reflexive operators