Hasan Keleş, "On New Developments for Hyper G-Matrices," Equations, vol. 5, pp. 23-28, 2025, DOI:10.37394/232021.2025.5.4
Hasan Keleş. On New Developments for Hyper G-Matrices.
Equations. 2025;5:23-28. 10.37394/232021.2025.5.4
EQUATIONS
Print ISSN: 2944-9146, E-ISSN: 2732-9976 An Open Access International Journal of Mathematical and Computational Methods in Science and Engineering
Volume 5, 2025
On New Developments for Hyper G-Matrices
Author:
Abstract: This study is about Hyper g-matrices. Matrices are indispensable in the world of science. Many specific definitions are given on this subject. The main subject of the study is the set of cartesian products of g-matrices. The properties of matrices for these special g-matrices are included. The ordered pairs of matrices satisfying these properties are analyzed. The matrices forming this set are called hyper g-matrices. The set containing these elements is denoted by $$HG(D_{1}, D_{2})$$, where $$D_{1}, D_{2}$$ are diagonal matrices. $$HG(D_{1}, D_{2})$$ is seen to be a relation. Examples, properties, lemmas and theorems for hyper g-matrices are given.
Pages: 23-28 DOI: 10.37394/232021.2025.5.4WSEAS Transactions on Equations, ISSN / E-ISSN: 2944-9146 / 2732-9976, Volume 5, 2025, Art. #4
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