AbstractIn an earlier paper, Yang solved a problem set by R. Bellman. Recently Neudecker (J. Math. Anal. Appl.166 (1992), 302-303) proved Yang′s result using a different method. In this note, we give a new proof of Yang′s result and generalize it to a generalized positive semidefinite matrix
We prove that an n-by-n complex positive semidefinite matrix of rank r whose graph is connected, who...
Let φ be a positive linear functional on the algebra of n × n complex matrices and p, q be positive ...
Let φ be a positive linear functional on the algebra of n × n complex matrices and p, q be positive ...
AbstractIn an earlier paper, Yang solved a problem set by R. Bellman. Recently Neudecker (J. Math. A...
In this note, the matrix trace inequality for positive semidefinite matrices A and B, is established...
AbstractIn this short paper, we give a complete and affirmative answer to a conjecture on matrix tra...
AbstractAlternative proofs of some simple matrix trace inequalities of Bellman [in "General Inequali...
AbstractAlternative proofs of some simple matrix trace inequalities of Bellman [in "General Inequali...
The Australian Journal of Mathematical Analysis and Applications (AJMAA)International audienceIn thi...
AbstractIn this note, we generalize the inequality about the trace of positive semidefinite matrix t...
International audienceIn this note we prove that Tr (MN+ PQ)>= 0 when the following two conditions a...
Abstract In this short note, we present some trace inequalities for matrix means. Our results are ge...
Let φ be a positive linear functional on the algebra of n × n complex matrices and p, q be positive ...
We prove that an n-by-n complex positive semidefinite matrix of rank r whose graph is connected, who...
AbstractLet ϕbe a positive linear functional on the algebra of n×n complex matrices and p be a numbe...
We prove that an n-by-n complex positive semidefinite matrix of rank r whose graph is connected, who...
Let φ be a positive linear functional on the algebra of n × n complex matrices and p, q be positive ...
Let φ be a positive linear functional on the algebra of n × n complex matrices and p, q be positive ...
AbstractIn an earlier paper, Yang solved a problem set by R. Bellman. Recently Neudecker (J. Math. A...
In this note, the matrix trace inequality for positive semidefinite matrices A and B, is established...
AbstractIn this short paper, we give a complete and affirmative answer to a conjecture on matrix tra...
AbstractAlternative proofs of some simple matrix trace inequalities of Bellman [in "General Inequali...
AbstractAlternative proofs of some simple matrix trace inequalities of Bellman [in "General Inequali...
The Australian Journal of Mathematical Analysis and Applications (AJMAA)International audienceIn thi...
AbstractIn this note, we generalize the inequality about the trace of positive semidefinite matrix t...
International audienceIn this note we prove that Tr (MN+ PQ)>= 0 when the following two conditions a...
Abstract In this short note, we present some trace inequalities for matrix means. Our results are ge...
Let φ be a positive linear functional on the algebra of n × n complex matrices and p, q be positive ...
We prove that an n-by-n complex positive semidefinite matrix of rank r whose graph is connected, who...
AbstractLet ϕbe a positive linear functional on the algebra of n×n complex matrices and p be a numbe...
We prove that an n-by-n complex positive semidefinite matrix of rank r whose graph is connected, who...
Let φ be a positive linear functional on the algebra of n × n complex matrices and p, q be positive ...
Let φ be a positive linear functional on the algebra of n × n complex matrices and p, q be positive ...
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