We study a special class of higher order generalized geometric polynomials. Based on our
combinatorial interpretation of labeled barred preferential arrangements, we prove several …

In this paper, a unified generalization for several extensions of Fubini and Touchard
polynomials is considered. A combinatorial interpretation of the generalization in terms of …

In this paper, a unified generalization for several extensions of Fubini and Touchard
polynomials is considered. A combinatorial interpretation of the generalization in terms of …

We study a special class of higher order generalized geometric polynomials. Based on our
combinatorial interpretation of labeled barred preferential arrangements, we prove several …

We investigate a generalization of Fubini numbers. We present the combinatorial
interpretation as barred preferential arrangements with some additional conditions on the …

Cette thèse est située entre deux domaines: la combinatoire énumérative et la combinatoire
analytique. Elle porte sur une étude arithmétique et combinatoire des nombres et …