AbstractIn this short paper, we give a complete and affirmative answer to a conjecture on matrix trace inequalities for the sum of positive semidefinite matrices. We also apply the obtained inequality to derive a kind of generalized Golden-Thompson inequality for positive semidefinite matrices
AbstractThe arithmetic–geometric mean inequality for singular values due to Bhatia and Kittaneh says...
AbstractWe give an upper bound on the sum of squares of ℓ-degrees in a k-uniform hypergraph in terms...
AbstractFor Rd or Td, a strong converse inequality of type A (in the terminology of Ditzian and Ivan...
AbstractThe arithmetic–geometric mean inequality for singular values due to Bhatia and Kittaneh says...
AbstractLet a,b>0 and let Z∈Mn(R) such that Z lies into the operator ball of diameter [aI,bI]. Then ...
AbstractThe numerical-analytic method is applied to a class of nonlinear differential-algebraic syst...
AbstractThis paper discusses some Cauchy–Khinchin integral inequalities. Khinchin [2] obtained an in...
The Australian Journal of Mathematical Analysis and Applications (AJMAA)International audienceIn thi...
The Australian Journal of Mathematical Analysis and Applications (AJMAA)International audienceIn thi...
The Australian Journal of Mathematical Analysis and Applications (AJMAA)International audienceIn thi...
In this paper refinements and converses of matrix forms of the geometric-arithmetic mean inequality ...
AbstractLet ϕbe a positive linear functional on the algebra of n×n complex matrices and p be a numbe...
AbstractIn this short paper, we study some trace inequalities of the products of the matrices and th...
AbstractIn an earlier paper we conjectured an inequality for the Frobenius norm of the commutator of...
AbstractIn 2005, Böttcher and Wenzel raised the conjecture that if X,Y are real square matrices, the...
AbstractThe arithmetic–geometric mean inequality for singular values due to Bhatia and Kittaneh says...
AbstractWe give an upper bound on the sum of squares of ℓ-degrees in a k-uniform hypergraph in terms...
AbstractFor Rd or Td, a strong converse inequality of type A (in the terminology of Ditzian and Ivan...
AbstractThe arithmetic–geometric mean inequality for singular values due to Bhatia and Kittaneh says...
AbstractLet a,b>0 and let Z∈Mn(R) such that Z lies into the operator ball of diameter [aI,bI]. Then ...
AbstractThe numerical-analytic method is applied to a class of nonlinear differential-algebraic syst...
AbstractThis paper discusses some Cauchy–Khinchin integral inequalities. Khinchin [2] obtained an in...
The Australian Journal of Mathematical Analysis and Applications (AJMAA)International audienceIn thi...
The Australian Journal of Mathematical Analysis and Applications (AJMAA)International audienceIn thi...
The Australian Journal of Mathematical Analysis and Applications (AJMAA)International audienceIn thi...
In this paper refinements and converses of matrix forms of the geometric-arithmetic mean inequality ...
AbstractLet ϕbe a positive linear functional on the algebra of n×n complex matrices and p be a numbe...
AbstractIn this short paper, we study some trace inequalities of the products of the matrices and th...
AbstractIn an earlier paper we conjectured an inequality for the Frobenius norm of the commutator of...
AbstractIn 2005, Böttcher and Wenzel raised the conjecture that if X,Y are real square matrices, the...
AbstractThe arithmetic–geometric mean inequality for singular values due to Bhatia and Kittaneh says...
AbstractWe give an upper bound on the sum of squares of ℓ-degrees in a k-uniform hypergraph in terms...
AbstractFor Rd or Td, a strong converse inequality of type A (in the terminology of Ditzian and Ivan...