AbstractLet A = M − N be a regular splitting of an M-matrix. We give some equivalent properties which are equivalent to graph compatible splittings. We also give some interesting conditions such that regular splittings of an irreducible singular M-matrix are convergent
AbstractAn M-matrix as defined by Ostrowski is a matrix that can be split into A = sI − B, s > 0, B ...
AbstractA proper splitting of a rectangular matrix A is one of the form A = M − N, where A and M hav...
AbstractThe concepts of matrix monotonicity, generalized inverse-positivity and splittings are inves...
AbstractLet A = M − N be a regular splitting of an M-matrix. We give some equivalent properties whic...
AbstractLet A be in normal form, and A = M − N be a regular splitting. Then A = M − N is also a grap...
AbstractLet A ϵ Rnn. Then A = M − N is called a regular splitting of A if M-1 ⩾ 0 and N ⩾ 0, and A =...
AbstractLet A=M−NεRn n be a splitting. We investigate the spectral properties of the iteration matri...
AbstractLet A be in the Frobenius normal form, and let A = M − N be a weak regular splitting. We cal...
AbstractLet A be an M-matrix and B a nonnegative matrix. It is shown that with some additional const...
AbstractThis paper investigates the relationship of the combinatorial properties of a minus M-matrix...
AbstractA new matrix decomposition of real square singular matrices called BD-splitting is proposed ...
Elsner L. Comparisons of weak regular splittings and multisplitting methods. Numerische Mathematik. ...
AbstractRecently, Wang and Huang (J. Comput. Appl. Math. 135 (2001) 325, Corollary 4.7) assumed that...
AbstractIn this article, a convergence theorem and several comparison theorems are presented for a s...
AbstractComparison theorems for spectral radii of iteration matrices associated with block partition...
AbstractAn M-matrix as defined by Ostrowski is a matrix that can be split into A = sI − B, s > 0, B ...
AbstractA proper splitting of a rectangular matrix A is one of the form A = M − N, where A and M hav...
AbstractThe concepts of matrix monotonicity, generalized inverse-positivity and splittings are inves...
AbstractLet A = M − N be a regular splitting of an M-matrix. We give some equivalent properties whic...
AbstractLet A be in normal form, and A = M − N be a regular splitting. Then A = M − N is also a grap...
AbstractLet A ϵ Rnn. Then A = M − N is called a regular splitting of A if M-1 ⩾ 0 and N ⩾ 0, and A =...
AbstractLet A=M−NεRn n be a splitting. We investigate the spectral properties of the iteration matri...
AbstractLet A be in the Frobenius normal form, and let A = M − N be a weak regular splitting. We cal...
AbstractLet A be an M-matrix and B a nonnegative matrix. It is shown that with some additional const...
AbstractThis paper investigates the relationship of the combinatorial properties of a minus M-matrix...
AbstractA new matrix decomposition of real square singular matrices called BD-splitting is proposed ...
Elsner L. Comparisons of weak regular splittings and multisplitting methods. Numerische Mathematik. ...
AbstractRecently, Wang and Huang (J. Comput. Appl. Math. 135 (2001) 325, Corollary 4.7) assumed that...
AbstractIn this article, a convergence theorem and several comparison theorems are presented for a s...
AbstractComparison theorems for spectral radii of iteration matrices associated with block partition...
AbstractAn M-matrix as defined by Ostrowski is a matrix that can be split into A = sI − B, s > 0, B ...
AbstractA proper splitting of a rectangular matrix A is one of the form A = M − N, where A and M hav...
AbstractThe concepts of matrix monotonicity, generalized inverse-positivity and splittings are inves...
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