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19912022
most citedExperimental mathematics on the magnetic susceptibility of the square lattice Ising model

54 citations · 1k across the 67 of their papers we have counts for

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68 papers

math-ph2022

Symmetries of non-linear ODEs: lambda extensions of the Ising correlations

S. Boukraa, J. -M. Maillard

This paper provides several illustrations of the numerous remarkable properties of the lambda-extensions of the two-point correlation functions of the Ising model, sheding some lig…

math-ph2020★ 5 cited

The Ising correlation for

S. Boukraa, J-M. Maillard, B. M. McCoy

We present Painlev{é} VI sigma form equations for the general Ising low and high temperature two-point correlation functions with in the special case …

math.AG2020

Diagonals of rational functions: from differential algebra to effective algebraic geometry (unabridged version)

Y. Abdelaziz, S. Boukraa, C. Koutschan +1

We show that the results we had obtained on diagonals of nine and ten parameters families of rational functions using creative telescoping, yielding modular forms expressed as pull…

math.CO2020

Stieltjes moment sequences for pattern-avoiding permutations

Alin Bostan, Andrew Elvey Price, Anthony John Guttmann +1

A small set of combinatorial sequences have coefficients that can be represented as moments of a nonnegative measure on . Such sequences are known as Stieltjes moment…

math.NT2020★ 15 cited

On Christol's conjecture

Y. Abdelaziz, C. Koutschan, J-M. Maillard

We show that the unresolved examples of Christol's conjecture and , are indeed diagon…

math-ph2019★ 7 cited

Heun functions and diagonals of rational functions (unabridged version)

Y. Abdelaziz, S. Boukraa, C. Koutschan +1

We provide a set of diagonals of simple rational functions of three and four variables that are squares of Heun functions. These Heun functions obtained through creative telescopin…