2006Journal of Jilin University(Science Edition)Requires access

Generalization of Diagonal Dominance of Matrices

Qing-Chun Li, Shugong Zhang

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Abstract

The concept of locally α-bi-diagonally dominant matrices is used to present some equivalent representations for identifying generalized strictly diagonally dominant matrices and thus the corresponding results are thus generalized.

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What this paper is about

The concept of locally α-bi-diagonally dominant matrices is used to present some equivalent representations for identifying generalized strictly diagonally dominant matrices and thus the corresponding results are thus generalized.

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Available abstract

The concept of locally α-bi-diagonally dominant matrices is used to present some equivalent representations for identifying generalized strictly diagonally dominant matrices and thus the corresponding results are thus generalized.

Key concepts: Generalization, Diagonal, Dominance (genetics), Mathematics, Combinatorics, Mathematical analysis, Geometry, Gene

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