Prefix Reversals on Binary and Ternary Strings

@inproceedings{Hurkens2007PrefixRO,
  title={Prefix Reversals on Binary and Ternary Strings},
  author={Cor A. J. Hurkens and Leo van Iersel and Judith Keijsper and Steven Kelk and Leen Stougie and John Tromp},
  booktitle={AB},
  year={2007}
}
Given a permutation π, the application of prefix reversal f (i) to π reverses the order of the first i elements of π. The problem of Sorting By Prefix Reversals (also known as pancake flipping), made famous by Gates and Papadimitriou (Bounds for sorting by prefix reversal, Discrete Mathematics 27, pp. 47-57), asks for the minimum number of prefix reversals required to sort the elements of a given permutation. In this paper we study a variant of this problem where the prefix reversals act not on… CONTINUE READING

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