Solving equations from combinatorics via computer algebra
By Hadrien Notarantonio
Partition identities, functional equations and computer algebra
By Jehanne Dousse
Some problems I’d like solved, from a user of computer algebra
By Alan Sokal
Appears in collection : 2023 - T3 - WS3 - Computer algebra for functional equations in combinatorics and physics
In this talk, we will present some Galois theoretic tools to study large steps walks confined in the quadrant. We generalize in particular the notion of group of the walk introduced by Bousquet-Mélou and Mishna for small steps walk to the large steps framework. This allows to develop algorithms and criteria to test the existence of invariants and decoupling functions. This is a collaboration with Pierre Bonnet (Labri).