Jan Tuitman und Counting - Info zur Person

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Arithmetic L-Functions and Differential Geometric Methods: ...books.google.mk › books

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Jan Tuitman. Counting points on curves using a map to P1. Math. Comp., 85(298):961–981, J. Tuitman. Counting points on curves using a map to P1, II.

Singularities, Mirror Symmetry, and the Gauged Linear Sigma Model -...

books.google.mk

Sebastian Pancratz and Jan Tuitman, Improvements to the deformation method for counting points on smooth projective hypersurfaces, Found. Comput. Math.

[ ] Counting points on curves using a map to P^1

arxiv.org

Submission history. From: Jan Tuitman [view email] [v1] Thu, 27 Feb :12:41 GMT (18kb) [v2] Wed, 10 Sep :21:25 GMT (21kb).

Counting points on curves using a map to P 1 , II - Science Directwww.sciencedirect.com › science › article › pii

www.sciencedirect.com

Jan Tuitman. Counting points on curves using a map to P 1. Math. Comput., 85 (298) (2016), pp View Record in ScopusGoogle Scholar.

Essener Seminar: Forschungsseminar Arithmetische Geometrie

www.esaga.uni-due.de

, 10:15, Jan Tuitman (Leuven), Point counting on (more) general curves , 10:15, Marc Palm (Hamburg), The Arthur trace formula and ...

Finite Fields and Their Applications | Vol 45, Pages (May 2017)...

www.sciencedirect.com

Counting points on curves using a map to P, II. Original research article: Pages Jan Tuitman. Download PDF. Article preview ...

Alle Infos zum Namen "Jan Tuitman"

February 13th, 2018, Jan Tuitman (KU Leuven): An update on p-adic...

team.inria.fr

· February 13th, 2018, Jan Tuitman (KU Leuven): An update on p-adic point counting ... Counting the number of points of an algebraic variety over a ...

Oberseminar Algebra/Geometrie — Carl von Ossietzky Universität...

uol.de

, Jan Tuitman (Leuven): Point counting on curves: the general case , Andre Chatzistamatiou (Essen): Integrality of p-adic integrals:

Seminar // Universität Oldenburg

uol.de

Jan Tuitman (Leuven): Point counting on curves: the general case: : Stefan Hellbusch (Oldenburg): Berechnung der lokalen Monodromie Riemannscher Flächen:

AMS :: Math. Comp. -- Volume 85, Number 298

www.ams.org

... paramodular forms: Nathan C. Ryan and Gonzalo Tornaría; with an appendix by Ralf Schmidt Counting points on curves using a map to P 1: Jan Tuitman.

Counting Points in Families of Non-Degenerate Curveswww.maths.ox.ac.uk › node

www.maths.ox.ac.uk

Counting Points in Families of Non-Degenerate Curves. 15 March :00. L1 · Counting Points in Families of Non-Degenerate Curves. Jan Tuitman. Abstract.

Catalogue SUDOC

www.sudoc.abes.fr

Sudoc Catalogue :: - Livre / BookCounting points in families of nondegenerate curves / Jan Tuitman ; sous la direction de Jan Denef et de François Loeser.

Counting points on curves using a map to P1, II - INFONAwww.infona.pl › resource

www.infona.pl

Counting points on curves using a map to P1, II. Jan Tuitman · Details · Contributors · Fields of science · Bibliography · Quotations · Similar ...

# (Improve point counting for hyperelliptic curves) – Sage

trac.sagemath.org

Authors: Cécile Gonçalves, Jean-Pierre Flori, Jan Tuitman, Reviewers: Jan Tuitman, Jennifer Balakrishnan, Volker Braun. Report Upstream: N/A, Work issues:.

Team CARAMBA

caramba.loria.fr

Wednesday October 14, Jan Tuitman (Department of Mathematics, KU Leuven, Belgium) Counting points on curves: the general case. B013, 10:30

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