THE GENERAL LINEAR GROUP OF DEGREE $n$ FOR 3D MATRICES $GL(n; n; p; F)$

Abstract

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 our previous work titled Â’3D Matrix RingsÂ’, we want to construct the Â’general linear group of degree n for 3D matrices, which we mark with $GL(n; n; p; F)$Â’ for 3D-matrices, analogous to Â’general linear group of degree $n$Â’ as known.