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A symmetric variation of a distribution of Kreweras and Poupard

. Journal of Statistical Planning and Inference, 34 (2): 291--303 (February 1993)

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The Narayana distribution. Journal of Statistical Planning and Inference, 101 (1-2): 311--326 (Feb 15, 2002)Generalizing Narayana and Schröder Numbers to Higher Dimensions.. Electron. J. Comb., (2004)q-Counting n-Dimensional Lattice Paths.. J. Comb. Theory, Ser. A, 33 (2): 135-146 (1982)A determinant for q-counting n-dimensional lattice paths.. Discret. Math., 81 (1): 91-96 (1990)Catalan path statistics having the Narayana distribution.. Discret. Math., 180 (1-3): 369-389 (1998)Constraint-sensitive Catalan path statistics having the Narayana distribution.. Discret. Math., 204 (1-3): 397-414 (1999)Problem 10894.. The American Mathematical Monthly, 108 (8): 770 (2001)Counting pairs of nonintersecting lattice paths with respect to weighted turns., and . Discret. Math., 153 (1-3): 189-198 (1996)Another Description of the Central Delannoy Numbers: 10894., , , , and . The American Mathematical Monthly, 110 (5): 443-444 (2003)Counting Lattice Paths by Narayana Polynomials.. Electron. J. Comb., (2000)