We provide a new proof of the multivariate version of Christol's theorem...
Given a linear differential equation with coefficients in ℚ(x), an
impor...
Discrete Differential Equations (DDEs) are functional equations that rel...
The Nth power of a polynomial matrix of fixed size and degree can be
com...
A power series being given as the solution of a linear differential equa...
We consider ideals involving the maximal minors of a polynomial matrix. ...
We study the enumerative and analytic properties of some sequences
const...
In 1977, Strassen invented a famous baby-step/giant-step algorithm that
...
We present a simple and fast algorithm for computing the N-th term of a
...
A small set of combinatorial sequences have coefficients that can be
rep...
We study two families of sequences, listed in the On-Line Encyclopedia o...
We present improved algorithms for computing the left factorial residues...
We revisit Christol's theorem on algebraic power series in positive
char...
Hermite reduction is a classical algorithmic tool in symbolic integratio...
For matrices with displacement structure, basic operations like
multipli...
We study nearest-neighbors walks on the two-dimensional square lattice, ...
The p-curvature of a system of linear differential equations in positive...
Creative telescoping is a powerful computer algebra paradigm -initiated ...
We address the question of computing one selected term of an algebraic p...
Multiple binomial sums form a large class of multi-indexed sequences, cl...
The diagonal of a multivariate power series F is the univariate power se...
The diagonal of a multivariate power series F is the univariate power se...