AbstractIn our first Eulerian Calculus paper, we introduced the k-descent and k-excedance statistics on words, considered various bijections associated with them and calculated their distributions. In this paper we consider the k-major and k-den statistics and show that the joint des-maj and exc-den distributions of that k-extension are identical. We also consider the generating functions for these statistics
AbstractNew enumerating functions for the Euler numbers are considered. Several of the relevant gene...
Abstract. An ordered partition with k blocks of [n]: = {1, 2,..., n} is a sequence of k disjoint and...
International audienceEulerian numbers (and ''Alternate Eulerian numbers'') are often interpreted as...
AbstractIn our first Eulerian Calculus paper, we introduced the k-descent and k-excedance statistics...
AbstractThe purpose of this paper is to calculate the distributions of several joint statistics on t...
AbstractWe define new Mahonian statistics, called MAD, MAK, and ENV, on words. Of these, ENV is show...
AbstractIn previous work by the authors, new Mahonian statistics ENV, MAD and MAK were defined on wo...
We define new Mahonian statistics, called mad, mak and env, on words. Of these, env is shown to equa...
RésuméL'objet de cet article est de calculer la distribution euler-mahonienne sur toute classe de ré...
AbstractThis paper studies the excedance distribution on derangements and gives its generating funct...
AbstractAdin, Brenti, and Roichman introduced the pairs of statistics (ndes,nmaj) and (fdes,fmaj). T...
We define or redefine new Mahonian permutation statistics, called mad, mak and env. Of these, env is...
AbstractWe introduce a family of quasisymmetric functions called Eulerian quasisymmetric functions, ...
AbstractFurther transformations are derived on the symmetric group and related structures that exten...
12 pages, to appear in J. Combin. Theory Ser. ALet I_{n,k} (resp. J_{n,k}) be the number of involuti...
AbstractNew enumerating functions for the Euler numbers are considered. Several of the relevant gene...
Abstract. An ordered partition with k blocks of [n]: = {1, 2,..., n} is a sequence of k disjoint and...
International audienceEulerian numbers (and ''Alternate Eulerian numbers'') are often interpreted as...
AbstractIn our first Eulerian Calculus paper, we introduced the k-descent and k-excedance statistics...
AbstractThe purpose of this paper is to calculate the distributions of several joint statistics on t...
AbstractWe define new Mahonian statistics, called MAD, MAK, and ENV, on words. Of these, ENV is show...
AbstractIn previous work by the authors, new Mahonian statistics ENV, MAD and MAK were defined on wo...
We define new Mahonian statistics, called mad, mak and env, on words. Of these, env is shown to equa...
RésuméL'objet de cet article est de calculer la distribution euler-mahonienne sur toute classe de ré...
AbstractThis paper studies the excedance distribution on derangements and gives its generating funct...
AbstractAdin, Brenti, and Roichman introduced the pairs of statistics (ndes,nmaj) and (fdes,fmaj). T...
We define or redefine new Mahonian permutation statistics, called mad, mak and env. Of these, env is...
AbstractWe introduce a family of quasisymmetric functions called Eulerian quasisymmetric functions, ...
AbstractFurther transformations are derived on the symmetric group and related structures that exten...
12 pages, to appear in J. Combin. Theory Ser. ALet I_{n,k} (resp. J_{n,k}) be the number of involuti...
AbstractNew enumerating functions for the Euler numbers are considered. Several of the relevant gene...
Abstract. An ordered partition with k blocks of [n]: = {1, 2,..., n} is a sequence of k disjoint and...
International audienceEulerian numbers (and ''Alternate Eulerian numbers'') are often interpreted as...