The norm of an elementary operator has been studied by many mathematicians. Varied results have been established especially on the lower bound of this norm. Here, we attempt the same problem for finite dimensional operators
We show that the l2 → l1 induced matrix norm, namely the norm induced by the l2 and l1 vector norms ...
Abstract. Some recent inequalities for the norm and the numerical radius of linear operators in Hilb...
AbstractSeveral norm equalities and inequalities for operator matrices are proved in this paper. The...
Abstract. Let B(H) and A be a C∗−algebra of all bounded linear operators on a complex Hilbert space ...
Dedicated to Roger Horn on the occasion of his 65th birthday LetA be a standard operator algebra act...
AbstractWe establish lower bounds for norms and CB-norms of elementary operators on B(H). Our main r...
We mainly consider the real or complex operator norms for real or complex matrices on finite dimensi...
AbstractIn this work we characterize normal invertible operators via inequalities with unitarily inv...
Several operational quantities, defined in terms of the norm and the class of finite dimensional Ban...
AbstractLet (E, ∥ ∥) be a Banach space and L(E) be the Banach algebra of all bounded linear operator...
Several operational quantities, defined in terms of the norm and the class of finite dimensional Ban...
AbstractLet H be a complex Hilbert space and let B(H) denote the algebra of all bounded linear opera...
AbstractFor the class of transformers acting as X→∫ΩAtXBtdμ(t) on the space of bounded Hilbert space...
We show that the l2 → l1 induced matrix norm, namely the norm induced by the l2 and l1 vector norms ...
We show that the l2 → l1 induced matrix norm, namely the norm induced by the l2 and l1 vector norms ...
We show that the l2 → l1 induced matrix norm, namely the norm induced by the l2 and l1 vector norms ...
Abstract. Some recent inequalities for the norm and the numerical radius of linear operators in Hilb...
AbstractSeveral norm equalities and inequalities for operator matrices are proved in this paper. The...
Abstract. Let B(H) and A be a C∗−algebra of all bounded linear operators on a complex Hilbert space ...
Dedicated to Roger Horn on the occasion of his 65th birthday LetA be a standard operator algebra act...
AbstractWe establish lower bounds for norms and CB-norms of elementary operators on B(H). Our main r...
We mainly consider the real or complex operator norms for real or complex matrices on finite dimensi...
AbstractIn this work we characterize normal invertible operators via inequalities with unitarily inv...
Several operational quantities, defined in terms of the norm and the class of finite dimensional Ban...
AbstractLet (E, ∥ ∥) be a Banach space and L(E) be the Banach algebra of all bounded linear operator...
Several operational quantities, defined in terms of the norm and the class of finite dimensional Ban...
AbstractLet H be a complex Hilbert space and let B(H) denote the algebra of all bounded linear opera...
AbstractFor the class of transformers acting as X→∫ΩAtXBtdμ(t) on the space of bounded Hilbert space...
We show that the l2 → l1 induced matrix norm, namely the norm induced by the l2 and l1 vector norms ...
We show that the l2 → l1 induced matrix norm, namely the norm induced by the l2 and l1 vector norms ...
We show that the l2 → l1 induced matrix norm, namely the norm induced by the l2 and l1 vector norms ...
Abstract. Some recent inequalities for the norm and the numerical radius of linear operators in Hilb...
AbstractSeveral norm equalities and inequalities for operator matrices are proved in this paper. The...
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