AbstractThe concept of a G-function introduced by Nowosad and Hoffman is used to characterize classes of complex square matrices, resulting from various degrees of diagonal dominance associated with G-functions. Their relationship to the set of M-matrices is established
AbstractDiagonally range dominant (DRD) matrices were introduced and studied by Mitra. In the presen...
AbstractThe main objective of this paper is to formulate a generalization of block diagonal dominanc...
For normalised generalized matrix functions f and g, we say that f dominates g if f(A) & g(A) fo...
AbstractThe concept of a G-function introduced by Nowosad and Hoffman is used to characterize classe...
AbstractIn order to achieve further investigation, new extended concepts of so-called α-generalized ...
AbstractWe provide new necessary and sufficient conditions for identifying generalized diagonally do...
AbstractWe provide new necessary and sufficient conditions for verifying (strictly) generalized diag...
AbstractThe elementary, but very useful, concept of a strictly diagonally dominant n x n complex mat...
AbstractWe define a new type of matrix called G-matrix as a real nonsingular matrix A for which ther...
In this paper, we introduce the class of diagonally dominant with respect to a given LMI region D⊂C ...
AbstractIn this paper, we analyze the relation between some classes of matrices with variants of the...
AbstractThe results of Ostrowski on nonsingularity of matrices through diagonal dominance are genera...
The notion of semistrict diagonal dominance is introduced and shown to provide a means for separatin...
AbstractWe investigate classes of real square matrices possessing some weakened from of strict diago...
summary:A real matrix $A$ is a G-matrix if $A$ is nonsingular and there exist nonsingular diagonal m...
AbstractDiagonally range dominant (DRD) matrices were introduced and studied by Mitra. In the presen...
AbstractThe main objective of this paper is to formulate a generalization of block diagonal dominanc...
For normalised generalized matrix functions f and g, we say that f dominates g if f(A) & g(A) fo...
AbstractThe concept of a G-function introduced by Nowosad and Hoffman is used to characterize classe...
AbstractIn order to achieve further investigation, new extended concepts of so-called α-generalized ...
AbstractWe provide new necessary and sufficient conditions for identifying generalized diagonally do...
AbstractWe provide new necessary and sufficient conditions for verifying (strictly) generalized diag...
AbstractThe elementary, but very useful, concept of a strictly diagonally dominant n x n complex mat...
AbstractWe define a new type of matrix called G-matrix as a real nonsingular matrix A for which ther...
In this paper, we introduce the class of diagonally dominant with respect to a given LMI region D⊂C ...
AbstractIn this paper, we analyze the relation between some classes of matrices with variants of the...
AbstractThe results of Ostrowski on nonsingularity of matrices through diagonal dominance are genera...
The notion of semistrict diagonal dominance is introduced and shown to provide a means for separatin...
AbstractWe investigate classes of real square matrices possessing some weakened from of strict diago...
summary:A real matrix $A$ is a G-matrix if $A$ is nonsingular and there exist nonsingular diagonal m...
AbstractDiagonally range dominant (DRD) matrices were introduced and studied by Mitra. In the presen...
AbstractThe main objective of this paper is to formulate a generalization of block diagonal dominanc...
For normalised generalized matrix functions f and g, we say that f dominates g if f(A) & g(A) fo...
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