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Home All issues Issue73 Article
Issue Quadrature
Number 73, Juillet-Septembre 2009
Page(s) 43 - 48
Section Jeux
DOI http://dx.doi.org/10.1051/quadrature/2009014
Published online 17 June 2009

References of  Quadrature n°73 (2009) 43–48
  1. R.A. Bailey, P.J. Cameron et R. Connelly, "Sudoku, Gerechte Designs, Resolutions, Affine Spaces, Spreads, Reguli, and Hamming codes", Am. Math. Mon. 115 (2008) 383–404.
  2. J. Bouteloup, Carrés magiques, carrés latins et Eulériens, Éditions du Choix, 1991.
  3. C. Boyer, "Sudoku's French ancestors", Math. Intell. 29 (2007) 37–44. [CrossRef]
  4. A.E. Brouwer, "Sudoku puzzles and how to solve them", European Mathematical Society Newsletter 66 (2007) 13–17.
  5. P.J. Cameron, Combinatorics, Topics, Techniques, Algorithms, Cambridge University Press, 1994.
  6. J.-P. Delahaye, "The science behind sudoku", Sci. Am. 294 (2006) 80–87.
  7. R. Descombes, Les carrés magiques; Histoire, théorie et technique du carré magique, de l'Antiquité aux recherches actuelles, Éditions Vuibert, 2000.
  8. Y. Georget, Solving sudokus in java, http://today.java.net/pub/a/today/2005/11/29/solving-sudokus-in-java.html.
  9. Y. Georget, La combinatoire des sudokus, http://interstices.info/jcms/c_16912/la-combinatoire-des-sudokus.
  10. G.H. Hardy et E.M. Wright, An introduction to the theory of numbers, Oxford Science Publications, 5$^{\rm e}$ édition, réimpression de 1990.
  11. N. Jussien, Précis de sudoku, Hermes Science, Éditions Lavoisier, 2006. Voir aussi le site de cet auteur : http://njussien.e-constraints.net/suddoku/index.html
  12. A. Sainte-Laguë, Avec des nombres et des lignes. Récréations mathématiques, Éditions Vuibert, réédition de l'ouvrage de 1937.
  13. R. Sirdey, "Sudokus et algorithmes de recuit", Quadrature 62 (2006) 9–13.
  14. R. Sirdey, "Sudokus et programmation linéaire", Quadrature 63 (2007) 7–10.
  15. A. Stuart, Sudoku solver, http://www.scanraid.com/sudoku.htm.
  16. Sudoku, article de Wikipedia, 18 p.
  17. G. Tarry, "Le problème des 36 officiers", Compte Rendu de l'Assoc. Française Avanc. Sci. Naturelles 1 (1900) 122–123.
  18. G. Tarry, "Le problème des 36 officiers", Compte Rendu de l'Assoc. Française Avanc. Sci. Naturelles 2 (1901) 170–203.
  19. C. Vorderman, Sudoku : 4 niveaux de difficulté en 128 grilles, Marabout, 2005.



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