Inverse $Z$-matrices with the bi-diagonal south-west structure
Samapti Pratihar, K.C. Sivakumar
TL;DR
This paper introduces two new matrix classes, inverse cyclic matrices and bi-diagonal south-west matrices, explores their relationship, and applies these concepts to specific inverse Z-matrices, expanding the theoretical framework of matrix analysis.
Contribution
The paper presents novel classes of matrices and establishes their relations, providing new insights and applications in the study of inverse Z-matrices.
Findings
Introduction of inverse cyclic and bi-diagonal south-west matrices
Established relation between the new matrix classes
Applications to inverse Z-matrices
Abstract
Two new matrix classes are introduced; inverse cyclic matrices and bi-diagonal south-west matrices. An interesting relation is established between these classes. Applications to two classes of inverse -matrices are provided.
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Taxonomy
Topicsgraph theory and CDMA systems · Digital Image Processing Techniques · Matrix Theory and Algorithms