DOIAbstract
AbstractCertain diagonal axioms due to Kowalsky, Cook and Fischer are studied and compared
AbstractCertain diagonal axioms due to Kowalsky, Cook and Fischer are studied and compared
AbstractIn this paper, we give sufficient conditions for the convergence of the (AOR) method, when t...
AbstractIt is shown that the least fixed point and greatest fixed point operations of an increasing ...
AbstractIn this paper we introduce three sequential iterations for preconditioners introduced by Tar...
Certain diagonal axioms due to Kowalsky, Cook and Fischer are studied and compared
Diagonal axioms are defined in the category whose objects consist of all the lattice-valued converge...
Diagonal axioms are defined in the category whose objects consist of all the lattice-valued converge...
We study a generalization of a diagonal condition which classically ensures that a convergence space...
A diagonal condition is defined which internally characterises those Cauchy spaces which have topolo...
(Fuzzy) convergence spaces are extensions of (fuzzy) topological spaces. ⊤-convergence spaces are on...
AbstractIn this paper, we study potential convergence of modulus patterns. A modulus pattern Z is co...
AbstractIn this paper, types of convergence (also referred to as Schur stability) for complex matric...
A diagonal condition is defined and used in characterizing the Cauchy spaces which have a strict, re...
AbstractWe introduce two diagonal preconditioners, one of them is a scaling of the matrix. They are ...
We give and improvement cf de Mikusinski-Antosik Diagonal Theorem. From this result we obtain as cor...
We give two extension theorems, which state conditions under which a (uniform) contraction from a de...
AbstractIn this paper, we give sufficient conditions for the convergence of the (AOR) method, when t...
AbstractIt is shown that the least fixed point and greatest fixed point operations of an increasing ...
AbstractIn this paper we introduce three sequential iterations for preconditioners introduced by Tar...
Certain diagonal axioms due to Kowalsky, Cook and Fischer are studied and compared
Diagonal axioms are defined in the category whose objects consist of all the lattice-valued converge...
Diagonal axioms are defined in the category whose objects consist of all the lattice-valued converge...
We study a generalization of a diagonal condition which classically ensures that a convergence space...
A diagonal condition is defined which internally characterises those Cauchy spaces which have topolo...
(Fuzzy) convergence spaces are extensions of (fuzzy) topological spaces. ⊤-convergence spaces are on...
AbstractIn this paper, we study potential convergence of modulus patterns. A modulus pattern Z is co...
AbstractIn this paper, types of convergence (also referred to as Schur stability) for complex matric...
A diagonal condition is defined and used in characterizing the Cauchy spaces which have a strict, re...
AbstractWe introduce two diagonal preconditioners, one of them is a scaling of the matrix. They are ...
We give and improvement cf de Mikusinski-Antosik Diagonal Theorem. From this result we obtain as cor...
We give two extension theorems, which state conditions under which a (uniform) contraction from a de...
AbstractIn this paper, we give sufficient conditions for the convergence of the (AOR) method, when t...
AbstractIt is shown that the least fixed point and greatest fixed point operations of an increasing ...
AbstractIn this paper we introduce three sequential iterations for preconditioners introduced by Tar...
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