1. Proper single splittings over proper cones of rectangular matrices.
- Author
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Ting Huang and Shu-Xin Miao
- Subjects
- *
MATRICES (Mathematics) - Abstract
In this article, we introduce two new splittings for rectangular matrices, which are called proper single regular and weak regular splittings over proper cone. Convergence results for the proper single regular splitting over proper cones of a rectangular matrix are established. Meanwhile, comparison theorems between the spectral radii of matrices arising from proper single regular and/or weak regular splittings over proper cones of the same rectangular matrix or different rectangular matrices are presented. The work here extends the applicability of the splitting results over field of rectangular matrices. [ABSTRACT FROM AUTHOR]
- Published
- 2023
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