We obtain a majorization inequality which relates the singular values of a complex square matrix A and those of TA where T is a linear map. The inequality takes a particularly simple form if T is positive. The results generalize several known majorization inequalities for eigenvalues and singular values
AbstractIn this paper, we characterize linear operators on real matrices that preserve multivariate ...
AbstractWe apply several matrix inequalities to the derivative companion matrices of complex polynom...
The purpose of this paper is two-fold: we present some matrix inequalities of log majorization type ...
AbstractWe obtain a majorization inequality which relates the singular values of a complex square ma...
We show some majorization inequalities and apply them to derive norm, eigenvalue, singular value, an...
AbstractWe show some majorization inequalities and apply them to derive norm, eigenvalue, singular v...
AbstractWe obtain a majorization inequality which relates the singular values of a complex square ma...
We show some majorization inequalities and apply them to derive norm, eigenvalue, singular value, an...
AbstractIn this paper, by using normal maps originated by Lewis [A.S. Lewis, Group invariance and co...
Inequalities have been a major mathematical research area. They have various applications in pure an...
A unified approach is presented to the vector inequalities of the form Lx Kx↓, where L and K are li...
Following the recent work of Jiang and Lin (2020), we present more results (bounds) on Harnack type ...
Following the recent work of Jiang and Lin (2020), we present more results (bounds) on Harnack type ...
AbstractWe give a unified approach to majorization inequalities for linear maps via G-majorization p...
AbstractLet f be a convex function defined on an interval I, 0⩽α⩽1 and A,B n×n complex Hermitian mat...
AbstractIn this paper, we characterize linear operators on real matrices that preserve multivariate ...
AbstractWe apply several matrix inequalities to the derivative companion matrices of complex polynom...
The purpose of this paper is two-fold: we present some matrix inequalities of log majorization type ...
AbstractWe obtain a majorization inequality which relates the singular values of a complex square ma...
We show some majorization inequalities and apply them to derive norm, eigenvalue, singular value, an...
AbstractWe show some majorization inequalities and apply them to derive norm, eigenvalue, singular v...
AbstractWe obtain a majorization inequality which relates the singular values of a complex square ma...
We show some majorization inequalities and apply them to derive norm, eigenvalue, singular value, an...
AbstractIn this paper, by using normal maps originated by Lewis [A.S. Lewis, Group invariance and co...
Inequalities have been a major mathematical research area. They have various applications in pure an...
A unified approach is presented to the vector inequalities of the form Lx Kx↓, where L and K are li...
Following the recent work of Jiang and Lin (2020), we present more results (bounds) on Harnack type ...
Following the recent work of Jiang and Lin (2020), we present more results (bounds) on Harnack type ...
AbstractWe give a unified approach to majorization inequalities for linear maps via G-majorization p...
AbstractLet f be a convex function defined on an interval I, 0⩽α⩽1 and A,B n×n complex Hermitian mat...
AbstractIn this paper, we characterize linear operators on real matrices that preserve multivariate ...
AbstractWe apply several matrix inequalities to the derivative companion matrices of complex polynom...
The purpose of this paper is two-fold: we present some matrix inequalities of log majorization type ...
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