International audienceWe derive in this paper the asymptotics of several-partition Hurwitz numbers, relying on a theorem of Kazarian for the one-partition case and on an induction carried on by Zvonkine. Essentially, the asymptotics for several partitions is the same as the one-partition asymptotics obtained by concatenating the partitions.Dans cet article, nous donnons l'asymptotique générale des nombres de Hurwitz à plusieurs partitions, s'appuyant sur un théorème de Kazarian pour le cas d'une partition et s'inspirant d'une récurrence menée par Zvonkine. En substance, l'asymptotique pour plusieurs partitions est la même que celle à une partition obtenue en concaténant les partitions
AbstractAsymptotic results, similar to those of Roth and Szekeres, are obtained for certain partitio...
We consider colored partitions of a positive integer n, where the number of times a particular color...
In the paper we develop an approach to asymptotic normality through factorial cumulants. Factorial c...
International audienceWe derive in this paper the asymptotics of several-partition Hurwitz numbers, ...
This thesis is meant to be a digest, adressed to the combinatorician community, of some tools develo...
This thesis is meant to be a digest, adressed to the combinatorician community, of some tools develo...
AbstractSzekeres proved, using complex analysis, an asymptotic formula for the number of partitions ...
We study the asymptotic behaviour of random integer partitions under a new probability law that we i...
24 pages, 6 figuresWe study the asymptotic behaviour of random integer partitions under a new probab...
24 pages, 6 figuresWe study the asymptotic behaviour of random integer partitions under a new probab...
AbstractAsymptotic expansions, similar to those of Roth and Szekeres, are obtained for the number of...
Ce mémoire se veut une synthèse, destinée à la communauté combinatoricienne, de quelques outils déve...
number theoretical results on the partitioning of an integer were derived exploiting its connection ...
AbstractLet p(nS) be the number of partitions of n with parts belonging to the set S; let q(nS) be t...
19 pages, texte en françaisInternational audienceFollowing the ideas of Rosenbloom [7] and Hayman [5...
AbstractAsymptotic results, similar to those of Roth and Szekeres, are obtained for certain partitio...
We consider colored partitions of a positive integer n, where the number of times a particular color...
In the paper we develop an approach to asymptotic normality through factorial cumulants. Factorial c...
International audienceWe derive in this paper the asymptotics of several-partition Hurwitz numbers, ...
This thesis is meant to be a digest, adressed to the combinatorician community, of some tools develo...
This thesis is meant to be a digest, adressed to the combinatorician community, of some tools develo...
AbstractSzekeres proved, using complex analysis, an asymptotic formula for the number of partitions ...
We study the asymptotic behaviour of random integer partitions under a new probability law that we i...
24 pages, 6 figuresWe study the asymptotic behaviour of random integer partitions under a new probab...
24 pages, 6 figuresWe study the asymptotic behaviour of random integer partitions under a new probab...
AbstractAsymptotic expansions, similar to those of Roth and Szekeres, are obtained for the number of...
Ce mémoire se veut une synthèse, destinée à la communauté combinatoricienne, de quelques outils déve...
number theoretical results on the partitioning of an integer were derived exploiting its connection ...
AbstractLet p(nS) be the number of partitions of n with parts belonging to the set S; let q(nS) be t...
19 pages, texte en françaisInternational audienceFollowing the ideas of Rosenbloom [7] and Hayman [5...
AbstractAsymptotic results, similar to those of Roth and Szekeres, are obtained for certain partitio...
We consider colored partitions of a positive integer n, where the number of times a particular color...
In the paper we develop an approach to asymptotic normality through factorial cumulants. Factorial c...