Add to ORKGThe aim of this paper is to introduce small history with Furata s inequality and relating class of p-wA (s, t) operators
AbstractWe extend the celebrated Löwner–Heinz inequality by showing that if A,B are Hilbert space op...
Let T∈ L(H), and let T=U|T|= |T*| U be the polar decomposition of T . Then, for every λ∈[0,1], the λ...
Let T be a bounded linear operator on a complex Hilbert space. T is said to be n-normal if T^{*}T^{n...
In this paper, we study Weyl type theorems for $f(T)$, where $T$ is algebraically class $p$-$wA(s, t...
AbstractAn operator means a bounded linear operator on a Hilbert space H. We obtained the basic prop...
We give a brief introduction to the theory of continuous quasi-orthogonal decomposition, which is on...
In this note, we introduce the study of some classes of operators concerning with conjugations on a ...
"Harmonic Analysis and Nonlinear Partial Differential Equations". July 6～8, 2015. edited by Hideo Ku...
Last year, we showed the study of some classes of operators concerning with conjugations on a comple...
AbstractDunkl and Williams showed that for any nonzero elements x,y in a normed linear space Xxx-yy⩽...
The weighted power mean is one of the most famous 2-parameter operator mean, and its representing fu...
The purpose of this manuscript is twofold: (i) to provide a family of inequalities that unifies the ...
Making use of the Dziok-Srivastava operator, we introduce two classes of analytic functions and inve...
AbstractLet Ai, i=1,…,4, be compact operators on a complex separable Hilbert space. We show that2sjA...
AbstractWe characterize the bounded linear operators T defined on Banach spaces satisfying a-Browder...
AbstractWe extend the celebrated Löwner–Heinz inequality by showing that if A,B are Hilbert space op...
Let T∈ L(H), and let T=U|T|= |T*| U be the polar decomposition of T . Then, for every λ∈[0,1], the λ...
Let T be a bounded linear operator on a complex Hilbert space. T is said to be n-normal if T^{*}T^{n...
In this paper, we study Weyl type theorems for $f(T)$, where $T$ is algebraically class $p$-$wA(s, t...
AbstractAn operator means a bounded linear operator on a Hilbert space H. We obtained the basic prop...
We give a brief introduction to the theory of continuous quasi-orthogonal decomposition, which is on...
In this note, we introduce the study of some classes of operators concerning with conjugations on a ...
"Harmonic Analysis and Nonlinear Partial Differential Equations". July 6～8, 2015. edited by Hideo Ku...
Last year, we showed the study of some classes of operators concerning with conjugations on a comple...
AbstractDunkl and Williams showed that for any nonzero elements x,y in a normed linear space Xxx-yy⩽...
The weighted power mean is one of the most famous 2-parameter operator mean, and its representing fu...
The purpose of this manuscript is twofold: (i) to provide a family of inequalities that unifies the ...
Making use of the Dziok-Srivastava operator, we introduce two classes of analytic functions and inve...
AbstractLet Ai, i=1,…,4, be compact operators on a complex separable Hilbert space. We show that2sjA...
AbstractWe characterize the bounded linear operators T defined on Banach spaces satisfying a-Browder...
AbstractWe extend the celebrated Löwner–Heinz inequality by showing that if A,B are Hilbert space op...
Let T∈ L(H), and let T=U|T|= |T*| U be the polar decomposition of T . Then, for every λ∈[0,1], the λ...
Let T be a bounded linear operator on a complex Hilbert space. T is said to be n-normal if T^{*}T^{n...