Minimum Zero-Centre-Pandiagonal Composite Type II (a) Loubéré Magic Squares over Multi Set of Integer Numbers as a Semiring
A. M. Babayo, Moharram A. Khan · International Journal of Mathematics Trends and Technology · 2015
This pioneer work explicates that the set of the Minimum Zero-Centre-Pandiagonal Composite Type II (a) Loub Magic Squares over Multi Set of Integer Numbers (as we denote it) forms an additive abelian group if equipped with the matrix binary operation of addition (as we denote it) and if it is enclosed with the integer number operation of multiplication (as we denote it), it forms a multiplicative semigroup with identity. That is, forms a semiring for it satisfies all the axioms of a semiring.