LINE STRUCTURE DERIVED FROM DECOMPOSITION OF ASYMMETRIC MATRIX

Abstract

There have been proposed a lot of models and procedures derived from different approaches to analyses of asymmetric data. In this paper, we are interested in a particular approach that is based on decomposition of asymmetric matrix in the context of linear algebra. We focus on two procedures, and consider some conditions to derive line structure from asymmetric matrix through those procedures. Four theorems are presented and an illustrative example is given.