AbstractAn upper estimate for the norm of a matrix A as a Schur multiplier in the Schattern classes Sp is given. The estimate turns out to be sharp
AbstractIf A ∘ X is the Schur product of n×n matrices A and X, then we study estimates on the norm o...
AbstractFix an n-by-n complex matrix A, and consider the operator X ↦ SA(X) ≡ A ∘ X on n-by-n comple...
We study the class Mp of Schur multipliers on the Schatten-von Neumann class Sp with 1 ≤ p≤ ∞ as wel...
AbstractAn upper estimate for the norm of a matrix A as a Schur multiplier in the Schattern classes ...
AbstractThe Schur product of two n×n complex matrices A=(aij), B=(bij) is defined by A∘B=(aijbij. By...
AbstractLet Cp be the class of all compact operators A on the Hilbert space l2 for which ∑¦λi¦p < ∞,...
AbstractIf A ∘ X is the Schur product of n×n matrices A and X, then we study estimates on the norm o...
In this paper we consider the spaces , , of infinite matrices defined by the norm . We consider the ...
In this paper we consider the spaces Bw(ℓp), 1 ≤ p ≤ ∞, of infinite matrices A defined by (Equation ...
In this paper we consider the spaces , , of infinite matrices defined by the norm . We consider the ...
Schur multipliers are a concept from functional analysis that have various uses in mathematics. In t...
AbstractFix an n-by-n complex matrix A, and consider the operator X ↦ SA(X) ≡ A ∘ X on n-by-n comple...
First published in Proceedings of the American Mathematical Society in 2004, published by the Americ...
AbstractWe answer a question of Q. Stout about the role of the triangular truncation in constructing...
We study in this paper properties of Schur multipliers of Schatten von Neumann classes Sp. We prove ...
AbstractIf A ∘ X is the Schur product of n×n matrices A and X, then we study estimates on the norm o...
AbstractFix an n-by-n complex matrix A, and consider the operator X ↦ SA(X) ≡ A ∘ X on n-by-n comple...
We study the class Mp of Schur multipliers on the Schatten-von Neumann class Sp with 1 ≤ p≤ ∞ as wel...
AbstractAn upper estimate for the norm of a matrix A as a Schur multiplier in the Schattern classes ...
AbstractThe Schur product of two n×n complex matrices A=(aij), B=(bij) is defined by A∘B=(aijbij. By...
AbstractLet Cp be the class of all compact operators A on the Hilbert space l2 for which ∑¦λi¦p < ∞,...
AbstractIf A ∘ X is the Schur product of n×n matrices A and X, then we study estimates on the norm o...
In this paper we consider the spaces , , of infinite matrices defined by the norm . We consider the ...
In this paper we consider the spaces Bw(ℓp), 1 ≤ p ≤ ∞, of infinite matrices A defined by (Equation ...
In this paper we consider the spaces , , of infinite matrices defined by the norm . We consider the ...
Schur multipliers are a concept from functional analysis that have various uses in mathematics. In t...
AbstractFix an n-by-n complex matrix A, and consider the operator X ↦ SA(X) ≡ A ∘ X on n-by-n comple...
First published in Proceedings of the American Mathematical Society in 2004, published by the Americ...
AbstractWe answer a question of Q. Stout about the role of the triangular truncation in constructing...
We study in this paper properties of Schur multipliers of Schatten von Neumann classes Sp. We prove ...
AbstractIf A ∘ X is the Schur product of n×n matrices A and X, then we study estimates on the norm o...
AbstractFix an n-by-n complex matrix A, and consider the operator X ↦ SA(X) ≡ A ∘ X on n-by-n comple...
We study the class Mp of Schur multipliers on the Schatten-von Neumann class Sp with 1 ≤ p≤ ∞ as wel...
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