Author name used in this publication: Xiaoqi Yang2003-2004 > Academic research: refereed > Publication in refereed journalVersion of RecordPublishe
Abstract. Optimization problems involving the eigenvalues of symmetric and nonsymmetric matrices pre...
This note is concerned with the spectral properties of matrices associated with linear smoothers. We...
Cataloged from PDF version of article.Using harmonic analysis on symmetric spaces we reduce the sing...
Any spectral function can be written as a composition of a symmetric function $f: \rn \mapsto \Re$ a...
Abstract. For any function f from R to R, one can define a corresponding function on the space of n ...
For any function f from $\mathbb R$ to $\mathbb R$, one can define a corresponding function on the s...
For any function f from R to R, one can define a corresponding function on the space of n &times...
We present results on smooth and nonsmooth variational properties of {it symmetric} functions of the...
AbstractA spectral function of a symmetric matrix X is a function which depends only on the eigenval...
The class of matrix optimization problems (MOPs) has been recognized in recent years to be a powerfu...
AbstractA function, F, on the space of n×n real symmetric matrices is called spectral if it depends ...
Abstract. In this work we continue the nonsmooth analysis of absolutely symmetric functions of the s...
With every real valued function, of a real argument, can be associated a matrix function mapping a l...
AbstractWe study in this paper several properties of the eigenvalues function of a Euclidean Jordan ...
AbstractWe are interested in higher-order derivatives of functions of the eigenvalues of real symmet...
Abstract. Optimization problems involving the eigenvalues of symmetric and nonsymmetric matrices pre...
This note is concerned with the spectral properties of matrices associated with linear smoothers. We...
Cataloged from PDF version of article.Using harmonic analysis on symmetric spaces we reduce the sing...
Any spectral function can be written as a composition of a symmetric function $f: \rn \mapsto \Re$ a...
Abstract. For any function f from R to R, one can define a corresponding function on the space of n ...
For any function f from $\mathbb R$ to $\mathbb R$, one can define a corresponding function on the s...
For any function f from R to R, one can define a corresponding function on the space of n &times...
We present results on smooth and nonsmooth variational properties of {it symmetric} functions of the...
AbstractA spectral function of a symmetric matrix X is a function which depends only on the eigenval...
The class of matrix optimization problems (MOPs) has been recognized in recent years to be a powerfu...
AbstractA function, F, on the space of n×n real symmetric matrices is called spectral if it depends ...
Abstract. In this work we continue the nonsmooth analysis of absolutely symmetric functions of the s...
With every real valued function, of a real argument, can be associated a matrix function mapping a l...
AbstractWe study in this paper several properties of the eigenvalues function of a Euclidean Jordan ...
AbstractWe are interested in higher-order derivatives of functions of the eigenvalues of real symmet...
Abstract. Optimization problems involving the eigenvalues of symmetric and nonsymmetric matrices pre...
This note is concerned with the spectral properties of matrices associated with linear smoothers. We...
Cataloged from PDF version of article.Using harmonic analysis on symmetric spaces we reduce the sing...
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