In the paper, the authors express the Fuss–Catalan numbers as several forms in terms of the
Catalan–Qi function, find some analytic properties, including the monotonicity, logarithmic …

For any given k, the sequence of k-ary Catalan numbers, Ct, k= 1kt+ 1 (ktt), enumerates a
number of combinatorial objects, including k-ary Dyck words of length n= kt and k-ary trees …

In this paper, we present a number of combinatorial matrices that are generalizations or
variants of the super Catalan matrix and the reciprocal Pascal matrix. We present explicit …

Factorizations related to the reciprocal Pascal matrix Page 1 Turkish Journal of Mathematics
Volume 40 Number 5 Article 5 1-1-2016 Factorizations related to the reciprocal Pascal …

Since their introduction by Konheim and Weiss, parking functions have evolved into objects
of surprising combinatorial complexity for their simple definitions. First, we introduce these …

In the paper, the authors express the Fuss–Catalan numbers as several forms in terms of the
Catalan–Qi function, find some analytic properties, including the monotonicity, logarithmic …