http://imjst.org/index.php/vol-9-issue-10-october-2024/
http://imjst.org/index.php/vol-9-issue-10-october-2024/
Estabelecendo Uma Quantidade Infinita De Métodos De Construção De Quadrados Mágicos De Ordens Ímpares E Quadrados Mágicos Concêntricos A Partir De Uma Nova Generalização Do Luo Shu
Authors: Lossian Barbosa Bacelar Miranda; Lohans De Oliveira Miranda
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Article cited above was published in Berlin on 10/31/2024.
This is the method that most naturally generalizes the Luo Shu to any order n=2k+1 (k, non-negative natural number), generating a magic square of order n, L(n). The internal non-normal magic squares of L(n), of orders s (0<s<n+1), are concentric and their totals are equal to the product of their order and the arithmetic mean (n^2+1)/2 of the n^2 numbers that form L(n). In other words: TOTAL IN ORDER s = s X ((n^2+1)/2). This makes L(n) an addition table. Sums of numbers, and in quantities that we cannot even imagine, are already calculated in these L(n).
Lossian Barbosa Bacelar Miranda.
Timon 02/11/2024.
