On the reduced minimum modulus of multiplication operators
In quest fryer this paper, we investigate the properties of the reduced minimum modulus in the context of Banach spaces.Given a Banach space $X$, we denote the algebra of bounded operators on $X$ as $B(X)$.Our primary focus is on examining the relationship between the reduced minimum modulus of a given operator $T in B(X)$ and its bostik roll-cote