Listar por disciplina "Informatique [cs]/Calcul formel [cs.SC]"
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Factorisation des opérateurs différentiels en caractéristique positive.
(Université de Bordeaux)Thèses de doctorat -
Improved CRT Algorithm for Class Polynomials in Genus $2$
Communication dans un congrès -
Computing modular correspondences for abelian varieties
(Journal of Algebra. vol. 343, n° 1, pp. 248-277, 2011-10)Article de revue -
Computing (l,l)-isogenies in polynomial time on Jacobians of genus 2 curves
(Mathematics of Computation. vol. 84, n° 294, pp. 1953-1975, 2015)Article de revue -
An algorithm for the principal ideal problem in indefinite quaternion algebras
Communication dans un congrès -
On Polynomial Ideals And Overconvergence In Tate Algebras
Communication dans un congrès -
Computing groups of Hecke characters
Communication dans un congrès -
Factoring differential operators over algebraic curves in positive characteristic
Communication dans un congrès -
Fast change of level and applications to isogenies
Communication dans un congrès -
Computing elementary functions using multi-prime argument reduction
Document de travail - Pré-publication -
A theory of residues for skew rational functions
(Journal de l'École polytechnique — Mathématiques. vol. 8, pp. 1159-1192, 2021)Article de revue -
Fast evaluation of some p-adic transcendental functions
Document de travail - Pré-publication -
Computing Characteristic Polynomials of p-Curvatures in Average Polynomial Time
Communication dans un congrès -
Signature-based algorithms for Gröbner bases over Tate algebras
Communication dans un congrès -
Calcium: computing in exact real and complex fields
Communication dans un congrès -
On FGLM Algorithms with Tate Algebras
Communication dans un congrès -
Computing the 2-adic Canonical Lift of Genus 2 Curves
Communication dans un congrès -
The complexity of class polynomial computation via floating point approximations
(Mathematics of Computation. vol. 78, n° 266, pp. 1089-1107, 2009)Article de revue -
On a fast and nearly division-free algorithm for the characteristic polynomial
Document de travail - Pré-publication