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The enumeration of doubly alternating Baxter permutations

민숙|박승경
대한수학회 (The Korean Mathematical Society)|2006.05|대한수학회지 (Journal of the KMS)|제43권 제3호|pp. 553-561

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참고문헌

주제분류수학

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Abstract

In this paper, we give an alternative proof that the number ofdoubly alternating Baxter permutations is Catalan.

참고문헌 (13)

  1. "On fixed points of the composite of commutingfunctions", 15, pp.851~ (1964)
  2. "The number of Baxter permutations", pp.382~ (1978)
  3. "Shuffle of parenthesissystems and Baxter permutations", pp.1~ (1986)
  4. "Algebraic languages and polyominoesenumeration", 34(1-2), pp.169~ (1984)
  5. "Stack words, standard tableaux andBaxter permutations", 157(1-3), pp.91~106 (1996)
  6. "Proceedings of the 7thConference on Formal Power Series and Algebraic Combinatorics conference", 180(1-2), pp.143~156 (1998)
  7. "The size of Fulton's essentialset", 2 (1995)
  8. "Combinatorics of Fulton's essential set", 86(1), pp.61~76 (1996)
  9. I. Gessel, "Adv. in Math. 58", bi(mial determinants), pp.300~ (1985)
  10. O. Guibert, "Doubly alternating Baxter permutations are catalan", 217(1-3), pp.157~166 (2000)
  11. C. L. Mallows, "Baxter permutations rise again", 27(3), pp.394~ (1979)
  12. S. Min, "On the essential sets of the Baxter and pseudo Baxterpermutations" (2002), Yonsei University
  13. G. Viennot, "A bijective proof for the number of Baxterpermutations" (1981)

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