An Iterative Evolution Scheme on 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 6 - June

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

Scribd : https://bit.ly/3vM1OQ8

Abstract : The article presents an iterative scheme for evolution on M(r,c) subsets of the complex matrix spaces ( ) M C m n , where m≠n. The presented scheme involves separate conservation of the ‘r’ parameter and the ‘c’ parameter at each iteration step. The mathematical formalism is presented and illustrated with appropriate numerical examples.

Keywords : Global Mass Factor of a Matrix, Global Alignment Factor of a Matrix, M(r,c) Subsets of the Complex Matrix Spaces, Discrete Dynamical Systems, Markov Matrix, Hadamard Product of Matrices

The article presents an iterative scheme for evolution on M(r,c) subsets of the complex matrix spaces ( ) M C m n , where m≠n. The presented scheme involves separate conservation of the ‘r’ parameter and the ‘c’ parameter at each iteration step. The mathematical formalism is presented and illustrated with appropriate numerical examples.

Keywords : Global Mass Factor of a Matrix, Global Alignment Factor of a Matrix, M(r,c) Subsets of the Complex Matrix Spaces, Discrete Dynamical Systems, Markov Matrix, Hadamard Product of Matrices

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