Generalization of 6Ã—6 Magic Square | Zendy

Deo Brat Ojha | Zendy

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Generalization of 6Ã—6 Magic Square

Author(s) -

Deo Brat Ojha

Publication year - 2011

Publication title -

journal of education and vocational research

Language(s) - English

Resource type - Journals

ISSN - 2221-2590

DOI - 10.22610/jevr.v2i3.27

Subject(s) - magic square , generalization , square (algebra) , column (typography) , magic (telescope) , matrix (chemical analysis) , square matrix , mathematics , order (exchange) , combinatorics , arithmetic , algebra over a field , computer science , pure mathematics , geometry , physics , mathematical analysis , symmetric matrix , eigenvalues and eigenvectors , materials science , finance , connection (principal bundle) , quantum mechanics , economics , composite material

A magic square of order n is nÃ—n matrix containing integers in such a way that each row and column add up to the same value. We generalize this notion to that of a 6Ã—6 matrix with the help of a special geometrical figure without having much knowledge of algebra and another branch of mathematics.

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