2020Journal of Nepal Mathematical SocietyOpen access

Generalization of Dürer's Magic Square and New Methods for Doubly Even Magic Squares

Lohans de Oliveira Miranda, Lossian Barbosa Bacelar Miranda

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Abstract

We have established new general methods of building of doubly even magic squares and from these methods we naturally obtain Dürer's magic square. This allows us to define Dürer's magic squares for orders greater than four.

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What this paper is about

We have established new general methods of building of doubly even magic squares and from these methods we naturally obtain Dürer's magic square. This allows us to define Dürer's magic squares for orders greater than four.

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Available abstract

We have established new general methods of building of doubly even magic squares and from these methods we naturally obtain Dürer's magic square. This allows us to define Dürer's magic squares for orders greater than four.

Key concepts: Magic square, MAGIC (telescope), Generalization, Square (algebra), Mathematics, Combinatorics, Physics, Geometry

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