Abstract:
This article discusses the generalization of the inverse on a real symbolic Turiyam
matrix of size m×n with m ̸= n. The operation properties of the general inverse on
the real symbolic Turiyam matrix used are the operating properties on the symbolic
Turiyam matrix. In the last section, an example will be given showing that the
result of an inverse generalization on a real symbolic Turiyam matrix always exists
in a matrix of size m × n with m ̸= n.
