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In graph theory and recreational mathematics, the Hanoi graphs are undirected graphs whose vertices represent the possible states of the Tower of Hanoi puzzle, and whose edges represent allowable moves between pairs of states.

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  • Hanoi graph (en)
  • 河內圖 (zh)
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  • In graph theory and recreational mathematics, the Hanoi graphs are undirected graphs whose vertices represent the possible states of the Tower of Hanoi puzzle, and whose edges represent allowable moves between pairs of states. (en)
  • 在图论和娛樂數學,河內圖是一種無向圖,它的頂點代表河內塔謎題的可能狀態,而它的邊代表兩個狀態間,可行的移動。 (zh)
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  • http://commons.wikimedia.org/wiki/Special:FilePath/Sierpinski_Pascal_triangle.svg
  • http://commons.wikimedia.org/wiki/Special:FilePath/Hanoi-Graph-7.svg
  • http://commons.wikimedia.org/wiki/Special:FilePath/Tower_of_hanoi_graph.svg
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  • In graph theory and recreational mathematics, the Hanoi graphs are undirected graphs whose vertices represent the possible states of the Tower of Hanoi puzzle, and whose edges represent allowable moves between pairs of states. (en)
  • 在图论和娛樂數學,河內圖是一種無向圖,它的頂點代表河內塔謎題的可能狀態,而它的邊代表兩個狀態間,可行的移動。 (zh)
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