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On Nonsingularity the Symmetric r-Circulant Matrices

Daojin Song, Wenling Zhao

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Abstract

Since symmetric r-circulant matrices have wide application, such as in numerical computation, signal processing, coding theory and oil investigation people have pay more and more attention to them in recent years. In this paper, motivated by, we give some discriminations by using only the elements in the first row of the symmetric r-circulant matrix on non singularity, and show the feasibility of these methods by an example.

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What this paper is about

Since symmetric r-circulant matrices have wide application, such as in numerical computation, signal processing, coding theory and oil investigation people have pay more and more attention to them in recent years. In this paper, motivated by, we give some discriminations by using only the elements in the first row of the symmetric r-circulant matrix on non singularity, and show the feasibility of these methods by an example.

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Available abstract

Since symmetric r-circulant matrices have wide application, such as in numerical computation, signal processing, coding theory and oil investigation people have pay more and more attention to them in recent years. In this paper, motivated by, we give some discriminations by using only the elements in the first row of the symmetric r-circulant matrix on non singularity, and show the feasibility of these methods by an example.

Key concepts: Circulant matrix, Symmetric matrix, Computation, Matrix (chemical analysis), Singularity, Mathematics, Coding (social sciences), Computer science

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