Matches in Ghent University Academic Bibliography for { <https://biblio.ugent.be/publication/01GP3YS4AB8T6F0WG2BC6B6W8R> ?p ?o. }
Showing items 1 to 22 of
22
with 100 items per page.
- 01GP3YS4AB8T6F0WG2BC6B6W8R classification C1.
- 01GP3YS4AB8T6F0WG2BC6B6W8R date "2020".
- 01GP3YS4AB8T6F0WG2BC6B6W8R language "eng".
- 01GP3YS4AB8T6F0WG2BC6B6W8R type conference.
- 01GP3YS4AB8T6F0WG2BC6B6W8R hasPart 01GP3YTVGTTWBH9VE26KC8AHVM.pdf.
- 01GP3YS4AB8T6F0WG2BC6B6W8R subject "Mathematics and Statistics".
- 01GP3YS4AB8T6F0WG2BC6B6W8R doi "10.2140/obs.2020.4.109".
- 01GP3YS4AB8T6F0WG2BC6B6W8R issn "2329-9061".
- 01GP3YS4AB8T6F0WG2BC6B6W8R issn "2329-907X".
- 01GP3YS4AB8T6F0WG2BC6B6W8R issue "1".
- 01GP3YS4AB8T6F0WG2BC6B6W8R presentedAt urn:uuid:f06c5310-dce4-4814-a02e-bb4c1da921d6.
- 01GP3YS4AB8T6F0WG2BC6B6W8R volume "4".
- 01GP3YS4AB8T6F0WG2BC6B6W8R abstract "Consider a smooth projective curve C over a finite field Fq , equipped with a simply branched morphism C → P1 of degree d ≤ 5. Assume char Fq > 2 if d ≤ 4, and char Fq > 3 if d = 5. In this paper we describe how to efficiently compute a lift of C to characteristic zero, such that it can be fed as input to Tuitman’s algorithm for computing the Hasse–Weil zeta function of C/Fq . Our method relies on the parametrizations of low rank rings due to Delone and Faddeev, and Bhargava.".
- 01GP3YS4AB8T6F0WG2BC6B6W8R author B9794F4C-8ACB-11E3-9069-E2B710BDE39D.
- 01GP3YS4AB8T6F0WG2BC6B6W8R author urn:uuid:d41ef0f1-9ec2-477b-bf11-04cde6bf3780.
- 01GP3YS4AB8T6F0WG2BC6B6W8R dateCreated "2023-01-06T16:31:45Z".
- 01GP3YS4AB8T6F0WG2BC6B6W8R dateModified "2024-07-09T07:43:25Z".
- 01GP3YS4AB8T6F0WG2BC6B6W8R name "Lifting low-gonal curves for use in Tuitman’s algorithm".
- 01GP3YS4AB8T6F0WG2BC6B6W8R pagination urn:uuid:90048246-0b3c-474e-8285-8d8e28e319aa.
- 01GP3YS4AB8T6F0WG2BC6B6W8R sameAs LU-01GP3YS4AB8T6F0WG2BC6B6W8R.
- 01GP3YS4AB8T6F0WG2BC6B6W8R sourceOrganization urn:uuid:b45930ff-f37f-4a8b-872d-c8c707ffe578.
- 01GP3YS4AB8T6F0WG2BC6B6W8R type C1.