主题
Search

五格骨牌


Pentominoes

五格骨牌是一种 5-多格骨牌。有 12 种自由五格骨牌,18 种单面五格骨牌和 63 种固定五格骨牌。十二种自由五格骨牌以它们最相似的字母表字母而闻名: f, I, L, N, P, T, U, V, W, X, y, 和 Z (Gardner 1960, Golomb 1995)。另一种常见的命名约定将 f, I, L, 和 N 替换为 R, O, Q, 和 S,以便使用从 OZ 的所有字母 (Berlekamp et al. 1982)。 特别是,在生命游戏 元胞自动机中,f-五格骨牌始终被称为 r-五格骨牌。ILT 五格骨牌也可以分别称为直五格骨牌L 形五格骨牌T 形五格骨牌


参见

双格骨牌, 六格骨牌, 七格骨牌, 八格骨牌, 多格骨牌, 四格骨牌, 三格骨牌

使用 Wolfram|Alpha 探索

参考文献

Ball, W. W. R. 和 Coxeter, H. S. M. Mathematical Recreations and Essays, 13th ed. 纽约: Dover, pp. 110-111, 1987.Berlekamp, E. R.; Conway, J. H; 和 Guy, R. K. Winning Ways for Your Mathematical Plays, Vol. 1: Adding Games, 2nd ed. Wellesley, MA: A K Peters, 2001.Berlekamp, E. R.; Conway, J. H; 和 Guy, R. K. Winning Ways for Your Mathematical Plays, Vol. 2: Games in Particular. 伦敦: Academic Press, 1982.Dudeney, H. E. "The Broken Chessboard." Problem 74 in The Canterbury Puzzles and Other Curious Problems, 7th ed. 伦敦: Thomas Nelson and Sons, pp. 119-120, 1949.Gardner, M. "Mathematical Games: About the Remarkable Similarity between the Icosian Game and the Towers of Hanoi." Sci. Amer. 196, 150-156, May 1957.Gardner, M. "Mathematical Games: More About the Shapes that Can Be Made with Complex Dominoes." Sci. Amer. 203, 186-198, Nov. 1960.Golomb, S. W. Polyominoes: Puzzles, Patterns, Problems, and Packings, 2nd ed. Princeton, NJ: Princeton University Press, 1995.Hunter, J. A. H. 和 Madachy, J. S. Mathematical Diversions. 纽约: Dover, pp. 80-86, 1975.更新链接Lei, A. "Pentominoes." http://www.cs.ust.hk/~philipl/omino/pento.htmlMadachy, J. S. "Pentominoes: Some Solved and Unsolved Problems." J. Rec. Math. 2, 181-188, 1969.O'Beirne, T. H. "Pentominoes and Hexiamonds." New Scientist 12, 379-380, 1961.Ruskey, F. "Information on Pentomino Puzzles." http://www.theory.csc.uvic.ca/~cos/inf/misc/PentInfo.html.Smith, A. "Pentomino Relationships." http://www.snaffles.demon.co.uk/pentanomes/.Verbuyst, C. "Pentomino." http://home.planetinternet.be/~odettedm/.

在 Wolfram|Alpha 上被引用

五格骨牌

请引用为

Weisstein, Eric W. “五格骨牌。” 来自 MathWorld--Wolfram Web 资源。 https://mathworld.net.cn/Pentomino.html

主题分类