An Application of Spacer Matrix based Matrix chain propagation: Associating Complex Infinite Sequences with Elements of M(r,c) Subsets of Complex Matrix Spaces of Order m by n, Where m≠n


Authors : Debopam Ghosh

Volume/Issue : Volume 6 - 2021, Issue 4 - April

Google Scholar : http://bitly.ws/9nMw

Scribd : https://bit.ly/3dBs61L

Abstract : The research article presents a mathematical formalism to associate Infinite sequences of complex numbers with matrices belonging to M r c ( , ) subsets of strictly rectangular complex matrix spaces. This is achieved by using the Spacer matrix (as defined in [2]) based Matrix chain propagation. The formalism is discussed and clarified with appropriate numerical examples

Keywords : Global Mass Factor of a Matrix, Effective Global Mass Factor of a Matrix, Global Alignment Factor of a Matrix, Spacer Matrix, Generalized Matrix Multiplication

The research article presents a mathematical formalism to associate Infinite sequences of complex numbers with matrices belonging to M r c ( , ) subsets of strictly rectangular complex matrix spaces. This is achieved by using the Spacer matrix (as defined in [2]) based Matrix chain propagation. The formalism is discussed and clarified with appropriate numerical examples

Keywords : Global Mass Factor of a Matrix, Effective Global Mass Factor of a Matrix, Global Alignment Factor of a Matrix, Spacer Matrix, Generalized Matrix Multiplication

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