Add to ORKGInternational audienceEnumeration of planar lattice walks is a classical topic in combinatorics, at the cross-roads of several domains (e.g., probability, statistical physics, computer science). The aim of this paper is to propose a new approach to obtain some exact asymptotics for walks confined to the quarter plane.L'énumération de marches planaires sur des treillis est un domaine classique de la combinatoire, à la croisée de plusieurs disiplines (probabilités, physique statistique, informatique). Cet article propose une nouvelle méthode donnant des estimations asymptotiques exactes pour certaines marches confinées dans le quart de plan
International audienceThis paper tackles the enumeration and asymptotics of the area below directed ...
The work presented here is related to bijective and enumerative combinatorics, and more particularly...
Software Presentation accepted at ISSAC '20 (Kalamata, Greece, July 20-22, 2020)International audien...
International audienceEnumeration of planar lattice walks is a classical topic in combinatorics, at ...
International audienceEnumeration of planar lattice walks is a classical topic in combinatorics, at ...
47 pages, 8 figuresIn this article we obtain new expressions for the generating functions counting (...
22 pages, 5 figuresInternational audienceThis paper is the first application of the compensation app...
In this survey we present an analytic approach to solve problems concerning (deterministic...
Abstract. In this survey we present an analytic approach to solve problems concerning (deterministic...
International audienceIn two recent works \cite{BMM,BK}, it has been shown that the counting generat...
28 pages, 6 figures.International audienceThe aim of this article is to introduce a unified method t...
Article dans revue scientifique avec comité de lecture.In the first part of this paper, we enumerate...
International audienceWe consider the enumeration of walks on the two-dimensional non-negative integ...
The PhD thesis "Paths confined to a quadrant" deals with two different aspects of the walks with sma...
AbstractThis paper develops a unified enumerative and asymptotic theory of directed two-dimensional ...
International audienceThis paper tackles the enumeration and asymptotics of the area below directed ...
The work presented here is related to bijective and enumerative combinatorics, and more particularly...
Software Presentation accepted at ISSAC '20 (Kalamata, Greece, July 20-22, 2020)International audien...
International audienceEnumeration of planar lattice walks is a classical topic in combinatorics, at ...
International audienceEnumeration of planar lattice walks is a classical topic in combinatorics, at ...
47 pages, 8 figuresIn this article we obtain new expressions for the generating functions counting (...
22 pages, 5 figuresInternational audienceThis paper is the first application of the compensation app...
In this survey we present an analytic approach to solve problems concerning (deterministic...
Abstract. In this survey we present an analytic approach to solve problems concerning (deterministic...
International audienceIn two recent works \cite{BMM,BK}, it has been shown that the counting generat...
28 pages, 6 figures.International audienceThe aim of this article is to introduce a unified method t...
Article dans revue scientifique avec comité de lecture.In the first part of this paper, we enumerate...
International audienceWe consider the enumeration of walks on the two-dimensional non-negative integ...
The PhD thesis "Paths confined to a quadrant" deals with two different aspects of the walks with sma...
AbstractThis paper develops a unified enumerative and asymptotic theory of directed two-dimensional ...
International audienceThis paper tackles the enumeration and asymptotics of the area below directed ...
The work presented here is related to bijective and enumerative combinatorics, and more particularly...
Software Presentation accepted at ISSAC '20 (Kalamata, Greece, July 20-22, 2020)International audien...