Add to ORKGInternational audienceWe propose an $\textit{experimental mathematics approach}$ leading to the computer-driven $\textit{discovery}$ of various conjectures about structural properties of generating functions coming from enumeration of restricted lattice walks in 2D and in 3D
In this lecture we will focus on techniques coming from probability theory and analysis to study mod...
I will discuss proofs of the algebraicity of generating functions for walks on the half-line with an...
International audienceThis article deals with the enumeration of directed lattice walks on the integ...
Classifying lattice walks in restricted lattices is an important problem in enumerative combinatoric...
International audienceClassifying lattice walks in restricted lattices is an important problem in en...
AbstractThis work considers the nature of generating functions of random lattice walks restricted to...
Planar lattice walks are combinatorial objects which arise in statistical mechanics in both the mode...
In this thesis, we investigate the enumeration of lattice walk models, with or without interactions,...
The main theme of this dissertation is retooling methods to work for different situations. I have t...
A lattice random walk is a mathematical representation of movement through random steps on a lattice...
We establish a connection between exclusion statistics with arbitrary integer exclusion parameter $g...
International audienceWe continue the investigations of lattice walks in the three-dimensional latti...
This talk focusses on the interaction between the kernel method, a powerful collection of techniques...
International audienceWe study the enumeration of closed walks of given length and algebraic area on...
Published electronically: April 14, 2016International audienceGessel walks are lattice paths confine...
In this lecture we will focus on techniques coming from probability theory and analysis to study mod...
I will discuss proofs of the algebraicity of generating functions for walks on the half-line with an...
International audienceThis article deals with the enumeration of directed lattice walks on the integ...
Classifying lattice walks in restricted lattices is an important problem in enumerative combinatoric...
International audienceClassifying lattice walks in restricted lattices is an important problem in en...
AbstractThis work considers the nature of generating functions of random lattice walks restricted to...
Planar lattice walks are combinatorial objects which arise in statistical mechanics in both the mode...
In this thesis, we investigate the enumeration of lattice walk models, with or without interactions,...
The main theme of this dissertation is retooling methods to work for different situations. I have t...
A lattice random walk is a mathematical representation of movement through random steps on a lattice...
We establish a connection between exclusion statistics with arbitrary integer exclusion parameter $g...
International audienceWe continue the investigations of lattice walks in the three-dimensional latti...
This talk focusses on the interaction between the kernel method, a powerful collection of techniques...
International audienceWe study the enumeration of closed walks of given length and algebraic area on...
Published electronically: April 14, 2016International audienceGessel walks are lattice paths confine...
In this lecture we will focus on techniques coming from probability theory and analysis to study mod...
I will discuss proofs of the algebraicity of generating functions for walks on the half-line with an...
International audienceThis article deals with the enumeration of directed lattice walks on the integ...