Authors :
Debopam Ghosh
Volume/Issue :
Volume 6 - 2021, Issue 4 - April
Google Scholar :
http://bitly.ws/9nMw
Scribd :
https://bit.ly/3tgfp1L
Abstract :
The article presents a formalism to define
non-trivial subspaces of complex matrix spaces of order
m by n, where m and n are different. This is achieved by
using the Spacer matrix( as defined in Ghosh[1]) and it’s
Hermitian conjugate, associated with the matrix space,
as the building blocks. The Mathematical formalism is
presented and illustrated with suitable numerical
examples.
Keywords :
Spacer Matrices, Component Matrices of the Spacer Matrix, Embedding Dimension, Spacer Matrix based Generalized Matrix Multiplication.
The article presents a formalism to define
non-trivial subspaces of complex matrix spaces of order
m by n, where m and n are different. This is achieved by
using the Spacer matrix( as defined in Ghosh[1]) and it’s
Hermitian conjugate, associated with the matrix space,
as the building blocks. The Mathematical formalism is
presented and illustrated with suitable numerical
examples.
Keywords :
Spacer Matrices, Component Matrices of the Spacer Matrix, Embedding Dimension, Spacer Matrix based Generalized Matrix Multiplication.
