MATRIKS REFLEKSIF TERGENERALISASI

Abstract

In this article we discusses a generalized reflexive matrix A that has a relation PAQ A  and , PAQ A   , m n C A   where
, n n C P   and m m C Q   are two generalized reflection  matrices. The  discussion was continued by discussing the properties of generalized reflexive matrix, namely orthogonal-L, orthogonal-R and the linear least squares problems whose
coefficient matrix is of the form a generalized reflexive matrix.