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The general linear group of degree $n$ for $3$D matrices $GL(n,n,p;F)$ by Zaka, Orgest is a scholarly article available to read on EtoBox.

What is The general linear group of degree $n$ for $3$D matrices $GL(n,n,p;F)$ about?

In this article we give the meaning of the determinant for 3D matrices with elements from a field F, and the meaning of 3D inverse matrix. Based on my previous work titled '3D Matrix Rings', we want to constructed the 'general linear group of degree $n$ for 3D matrices, which i mark with $GL(n,n,p;F)$' for 3D-matrices, analog to 'general linear group of degree $n$' known.

Author

Zaka, Orgest

Published

2019

Language

EN