  This book has eight chapters. The first chapter is introductory in nature.
Polynomials with matrix coefficients are introduced in chapter two. Algebraic
structures on these polynomials with matrix coefficients is defined and
described in chapter three. Chapter four introduces natural product on
matrices. Natural product on super matrices is introduced in chapter five.
Super matrix linear algebra is introduced in chapter six. Chapter seven claims
only after this notion becomes popular we can find interesting applications of
them. The final chapter suggests over 100 problems some of which are at
research level.
