Tingyao Xiong, Jonathan I. Hall, Hung-ping Tsao
Published 2014-06-27Version 1
Since 1950s, mathematicians have successfully interpreted the traditional Eulerian numbers and $q-$Eulerian numbers combinatorially. In this paper, the authors give a combinatorial interpretation to the general Eulerian numbers defined on general arithmetic progressions { a, a+d, a+2d,...}.
Comments: Journal of Discrete Mathematics, vol. 2014, Article ID 870596, 6 pages, 2014
Information on Combinatorial Interpretation of Fibonomial Coefficients
On composition polynomials
A combinatorial interpretation of the $κ^{\star}_{g}(n)$ coefficients
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