We show how to embed any given magic square of order n into a Sudoku square of order n ^2 for which the n diagonal blocks consist of the given magic square. Moreover, our construction proves that the existence of a panmagic square of order n implies that of a Sudoku square of order n^2 for which all n^2 regions are panmagic.
Panmagic Sudoku / Ghinelli, Dina; Jungnickel, D.. - In: BULLETIN OF THE INSTITUTE OF COMBINATORICS AND ITS APPLICATIONS. - ISSN 1183-1278. - STAMPA. - 52:(2008), pp. 83-88.
Panmagic Sudoku
GHINELLI, Dina;
2008
Abstract
We show how to embed any given magic square of order n into a Sudoku square of order n ^2 for which the n diagonal blocks consist of the given magic square. Moreover, our construction proves that the existence of a panmagic square of order n implies that of a Sudoku square of order n^2 for which all n^2 regions are panmagic.File allegati a questo prodotto
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