We show that the same worst-case complexities can be achieved even when the curves defined by the input polynomials may have common vertical asymptotes. We ...

Feb 15, 2017 · Abstract. Given two coprime polynomials P and Q in Z[x, y] of degree at most d and coeffi- cients of bitsize at most τ, we address the ...

Sep 17, 2015 · HAL is a multi-disciplinary open access archive for the deposit and dissemination of sci- entific research documents, whether they are pub-.

We show that the same worst-case complexities can be achieved even when the curves defined by the input polynomials may have common vertical asymptotes. We ...

The state-of-the-art worst-case bit complexity for computing such triangular decompositions when the curves defined by the input polynomials do not have common ...

Given two coprime polynomials P and Q in Z[x, y] of degree at most d and coefficients of bitsize at most τ, we address the prob-.

Bivariate Triangular Decompositions in the Presence of Asymptotes; auteur: Sylvain Lazard, Marc Pouget, Fabrice Rouillier; article: [Research Report] INRIA ...

Jul 20, 2024 · Bivariate triangular decompositions in the presence of asymptotes. J. Symb. Comput. 82: 123-133 (2017); 2016. [j8]. view. electronic edition via ...

Poids de l'Open access dans la production CNRS ; BSO - Titre. Bivariate triangular decompositions in the presence of asymptotes ; DOI. DOI10.1016/j.jsc.2017.01.

titre: Bivariate triangular decompositions in the presence of asymptotes; auteur: Sylvain Lazard, Marc Pouget, Fabrice Rouillier; article: Journal of Symbolic ...