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2006•Journal of Jishou UniversityRequires access

New Criteria for Generalized Strictly Diagonally Dominant Matrices

Bin Li

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Abstract

In this paper,we provide some new sufficient conditions for generalized strictly diagonally dominant matrices by constructing different diagonal matrices D and using the relation between the comparison matrix B and A(in this case,B=M(A)+M~T(A)).In the end,we illustrate the practical applicability of the results with a numerical example.

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What this paper is about

In this paper,we provide some new sufficient conditions for generalized strictly diagonally dominant matrices by constructing different diagonal matrices D and using the relation between the comparison matrix B and A(in this case,B=M(A)+M~T(A)).In the end,we illustrate the practical applicability of the results with a numerical example.

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Available abstract

In this paper,we provide some new sufficient conditions for generalized strictly diagonally dominant matrices by constructing different diagonal matrices D and using the relation between the comparison matrix B and A(in this case,B=M(A)+M~T(A)).In the end,we illustrate the practical applicability of the results with a numerical example.

Key concepts: Diagonally dominant matrix, Diagonal, Mathematics, Matrix (chemical analysis), Diagonal matrix, Relation (database), Pure mathematics, Combinatorics

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