9A9 Composite Loube I(re) I Magic Squares Infinite Abelian Group as a Miscellany Case of the 3A3 Loube I(re) I Magic Squares Infinite Abelian Group

Authors

  • Babayo Muhammed Abdullahi

  • G.U. Garba

composite−, louberé −, abelian group, eigen group, magic sums, centre pieces

Abstract

In this paper, mystic miscellaneous algebraic properties of the set of 9 × 9 Composite (Nested) Loubere ́́ Magic Squares are vividly visualized. And, verbatim virtuoso of algebraic properties of the 3 × 3 Loubere ́́ Magic Squares viz: Eigen group, Magic Sum group and Centre Pieces group viewed the algebraic properties of its 9 × 9 Composite. It is also showcased that both the 2 sets equipped with the matrix binary operation of addition form infinite additive abelian groups.

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How to Cite

9A9 Composite Loube I(re) I Magic Squares Infinite Abelian Group as a Miscellany Case of the 3A3 Loube I(re) I Magic Squares Infinite Abelian Group. (2015). Global Journal of Science Frontier Research, 15(F2), 71-79. https://www.journalofscience.org/index.php/GJSFR/article/view/100804

References

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9A9 Composite Loube I(re) I Magic Squares Infinite Abelian Group as a Miscellany Case of the 3A3 Loube I(re) I Magic Squares Infinite Abelian Group

Published

2015-03-07

How to Cite

9A9 Composite Loube I(re) I Magic Squares Infinite Abelian Group as a Miscellany Case of the 3A3 Loube I(re) I Magic Squares Infinite Abelian Group. (2015). Global Journal of Science Frontier Research, 15(F2), 71-79. https://www.journalofscience.org/index.php/GJSFR/article/view/100804