Add to ORKGThe theorem of Stein-Rosenberg is generalized to the case of two M-splittings A=M-1-N-1=M-2-N-2, where the M-i are M-matrices and N(1)greater than or equal toN(2)greater than or equal to0, N(1)not equalN(2), N(2)not equal0. (C) 2002 Elsevier Science Inc. All rights reserved
The spectral p-norm of r-matrices generalizes the spectral 2-norm of 2-matrices. In 1911 Schur gave ...
AbstractIn this article, a convergence theorem and several comparison theorems are presented for a s...
AbstractA new lower bound on the smallest eigenvalue τ(A★B) for the Fan product of two nonsingular M...
Li W, Elsner L, Lu L. Comparisons of spectral radii and the theorem of Stein-Rosenberg. Linear Algeb...
AbstractThe theorem of Stein–Rosenberg is generalized to the case of two M-splittings A=M1−N1=M2−N2,...
Comparison theorems between the spectral radii of different matrices are useful tools for judging th...
Elsner L, Frommer A, Nabben R, Schneider H, Szyld DB. Conditions for strict inequality in comparison...
AbstractWe present new comparison theorems for the spectral radii of matrices arising from splitting...
In this paper, we further investigate the double splitting iterative methods for solving linear syst...
A class of the iteration method from the double splitting of coefficient matrix for solving the line...
AbstractComparison theorems for spectral radii of iteration matrices associated with block partition...
AbstractWe discuss iterative methods for the solution of the linear system Ax = b, which are based o...
The Berger-Wang formula establishes equality between the joint and generalized spec-tral radii of a ...
AbstractThe Stein–Rosenberg theorem is extended and generalized to the class of nonnegative splittin...
In this article, generalizations of certain $M$-matrix properties are proved for the group generaliz...
The spectral p-norm of r-matrices generalizes the spectral 2-norm of 2-matrices. In 1911 Schur gave ...
AbstractIn this article, a convergence theorem and several comparison theorems are presented for a s...
AbstractA new lower bound on the smallest eigenvalue τ(A★B) for the Fan product of two nonsingular M...
Li W, Elsner L, Lu L. Comparisons of spectral radii and the theorem of Stein-Rosenberg. Linear Algeb...
AbstractThe theorem of Stein–Rosenberg is generalized to the case of two M-splittings A=M1−N1=M2−N2,...
Comparison theorems between the spectral radii of different matrices are useful tools for judging th...
Elsner L, Frommer A, Nabben R, Schneider H, Szyld DB. Conditions for strict inequality in comparison...
AbstractWe present new comparison theorems for the spectral radii of matrices arising from splitting...
In this paper, we further investigate the double splitting iterative methods for solving linear syst...
A class of the iteration method from the double splitting of coefficient matrix for solving the line...
AbstractComparison theorems for spectral radii of iteration matrices associated with block partition...
AbstractWe discuss iterative methods for the solution of the linear system Ax = b, which are based o...
The Berger-Wang formula establishes equality between the joint and generalized spec-tral radii of a ...
AbstractThe Stein–Rosenberg theorem is extended and generalized to the class of nonnegative splittin...
In this article, generalizations of certain $M$-matrix properties are proved for the group generaliz...
The spectral p-norm of r-matrices generalizes the spectral 2-norm of 2-matrices. In 1911 Schur gave ...
AbstractIn this article, a convergence theorem and several comparison theorems are presented for a s...
AbstractA new lower bound on the smallest eigenvalue τ(A★B) for the Fan product of two nonsingular M...