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0 · speaker profiles
1 · Dr Celine Maistret
2 · Céline Maistret
3 · Congratulations to Céline Maistret who takes gold at STEM for
4 · Celine Maistret joins The Academy of Medical Sciences’
5 · Celine Maistret
6 · Celine MAISTRET
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Dr Celine Maistret. PhD, BSc. Royal Society Dorothy Hodgkin Fellow and Proleptic Lecturer, School of Mathematics. Pure Mathematics. https://orcid.org/0000-0002-8684-7231. Email .Publications & Preprints. Computing Euler Factors of genus 2 curves at odd primes of almost good reduction, with A. Sutherland (arXiv:2402.02271) 2-parity conjecture for elliptic curves with.
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Dr Celine Maistret. PhD, BSc. Current positions. Royal Society Dorothy Hodgkin Fellow and Proleptic Lecturer School of Mathematics Dr Celine Maisret has been accepted onto the academy’s SUSTAIN career development programme. The Academy of Medical Sciences has launched its latest SUSTAIN .Celine MAISTRET | Cited by 76 | of The University of Warwick, Coventry | Read 11 publications | Contact Celine MAISTRET.
Invited speaker: ANTS XVI, MIT July 2024. Modular Curves and their Arithmetic, University of Warwick, December 2023. Workshop on Arithmetic and Algebra of Rational .
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Céline Maistret is a Royal Society Dorothy Hodgkin Fellow at the University of Bristol. She received her Ph.D. from the University of Warwick in 2017 and held two postdoctoral positions, one at the University of Bristol and another at .Dr Celine Maistret. Royal Society Dorothy Hodgkin Fellow. [email protected]. Room 2.17, Fry Building. Congratulations to Céline Maistret who takes gold at STEM for Britain Awards. Céline’s poster entry to explain her research in number theory on the parity conjecture was up .Celine Maistret Celine's home page. Contacting Us. Undergrad and Postgrad admissions. Other contacts. Finding Us. Mathematics Institute Zeeman Building University of Warwick Coventry .
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Conferences and Workshops
Dr Celine Maistret (University of Bristol) - Arithmetic of abelian varieties and the Birch and Swinnerton-Dyer conjecture Dr Maistret’s research lies in Number Theory, the branch of mathematics concerned with studying numbers and solving equations. The overall goal of the project is to focus on the equations of elliptic curves, which are of .Céline Maistret was a postdoctoral faculty fellow at Boston University until 2020. Céline received her Ph.D. from the University of Warwick in 2017 and was a research associate at the University of Bristol before joining Boston University. Maistret’s work revolves around the arithmetic of abelian varieties, with a particular interest toward . Celine Maistret joins The Academy of Medical Sciences’ prestigious career programme. . Celine is one of twenty-four researchers have been selected for the new round of the programme, spanning a diverse field of specialisms and backgrounds. Huge congratulations to Celine on this achievement.Céline Maistret. Boston University Boston University Arithmetic invariants and parity of ranks of abelian surfaces Heilbronn Number Theory Seminar 18th December 2019, 4:00 pm – 5:00 pm Fry Building, 2.04 Let A/K be an abelian variety over a number field. If A/K admits an isogeny of a particular type, it is known how to control the parity of .
University of Bristol mathematician Céline Maistret took home a gold from the STEM for Britain awards this week. . significant breakthroughs can often be achieved by young researchers such as Celine, who bring fresh ideas to the field. The STEM award is really a fantastic recognition for Celine's amazing work to-date."
Celine MAISTRET of Boston University, MA (BU) | Contact Celine MAISTRET. Connect with experts in your field. Join ResearchGate to contact this researcher and connect with your scientific community.
Celine Maistret, University of Bristol. Céline Maistret is a Royal Society Dorothy Hodgkin Fellow at the University of Bristol. She received her Ph.D. from the University of Warwick in 2017 and held two postdoctoral positions, one at the University of Bristol and another at Boston University before returning to Bristol in 2021. .Céline Maistret . MathSciNet. Ph.D. University of Warwick 2017. Dissertation: Parity of ranks of Jacobians of hyperelliptic curves of genus 2. Mathematics Subject Classification: 11—Number theory. Advisor 1: Vladimir Dokchitser. No students known.
speaker profiles
Dr Celine Maistret
Céline Maistret Céline Maistret ANTS XVIANTS XVI. Céline Maistret University of Bristol ANTS XVI Ref: The Arithmetic of Elliptic Curves, J.H. Silverman c p=1 c p=2 lim s→1 L(E,s) (s−1)rk E = TY - JOUR. T1 - Arithmetic of hyperelliptic curves over local fields. AU - Dokchitser, Tim. AU - Dokchitser, Vladimir. AU - Maistret, Celine. AU - Morgan, Adam
CELINE MAISTRET, ADAM MORGAN, SIMONE MUSELLI, SARAH NOWELL Abstract. A new approach has been recently developed to study the arith-metic of hyperelliptic curves y2 = f(x) over local elds of odd residue char-acteristic via combinatorial data associated to .
Céline Maistret
Céline Maistret, University of Bristol. Céline works in Number Theory, mainly studying the arithmetic of abelian varieties, with an interest towards computations related to the parity conjecture and the Birch and Swinnerton-Dyer conjecture. Congratulations to Dr Celine Maistret who has successfully applied to the Royal Society's Policy Associate scheme This scheme provides an opportunity for University Research Fellows and Dorothy Hodgkin Fellows to undertake a secondment in a Science Policy environment and successful candidates will spend 3 months working full time within a given .Celine Maistret is on Facebook. Join Facebook to connect with Celine Maistret and others you may know. Facebook gives people the power to share and makes the world more open and connected.
Céline Maistret Computing Euler factors of curves L-functions of abelian varieties are objects of great interest. In particular, they are believed (and known in some cases) to carry key arithmetic information of the variety via the Birch and Swinnerton-Dyer conjecture. As such, it is useful to be able to compute them in practice.
Theorem (Maistret-S) Let C/Q be a genus 2 curve y2 = f(x) = P i f ix i ∈Z[x] with almost good reduction at an odd prime p. There is a deterministic algorithm that, given a nonsquare element of F× p, computes the L-polynomial L p(C,T) in time O(∥f∥2 log2∥f∥/logp+ log5p), where ∥f∥= max i log∥f i|. There is a Las Vegas algorithm .09:40: setup (10-250) First chair: Renate Scheidler 09:45: Céline Maistret: Local arithmetic of curves and applications: I will be interested in some aspects of our understanding of the arithmetic of curves over local fields, focusing on algorithmic applications, the study of families of curves, and applications to global questions such as understanding rational points on curves and their .
27 – 29 March 2023. Supported by: The Heilbronn Institute for Mathematical Sciences, The London Mathematical Society and The Clay Mathematics Institute The Fry Conference Series events are being held to celebrate the move of the School of Mathematics at the University of Bristol to the recently refurbished Fry Building. The historic, Grade II listed Fry building is . Expérience : Enence Tim Dokchitser, Vladimir Dokchitser, Céline Maistret and Adam Morgan — Semistable types of hyperelliptic curves. Andrew R. Stout — Formal deformations of algebraic spaces and generalizations of the motivic Igusa-zeta function. Jorgo Mandili and Tony Shaska — Computing heights on weighted projective spaces.
CÉLINE MAISTRET, ANDREW SUTHERLAND Abstract. We present an efficient algorithm to compute the Euler factor of a genus 2 curve C/Q at an odd prime pthat is of bad reduction for Cbut of good reduction for the Jacobian of C(a prime of “almost good” reduction). Our approach is based on the theory of cluster pictures introduced by
Céline Maistret Elliptic curves and BSD May 11, 2022 Number theory Diophantine equations Diophantus of Alexandria ~AD 200 Polynomial equations with integer coefficients for which only rational solutions are sought. The aim of the school is to give an overview of established results and current research on elliptic curves by covering the whole spectrum of techniques developed so far. There will be 6 courses of 3 hours each plus exercises sessions. Analytic Methods – Alina Cojocaru Arithmetic Statistics – Jennifer Park Modularity-based Methods – Chao Li Points and Heights – .11:30 -12:30 Celine Maistret Friday 21st June 12:30 – 13:30 Lunch Break 13:30- 15:30 Problem session 15:30-16:00 Coffee Break 16:00-17:00 Exercise presentations . CMI-HIMR Summer School in Computational Number Theory Monday 17th June- Friday 28th June Queens Building, University of Bristol .
Céline Maistret (Bristol) Scientific committee: David Ellis (Bristol) – Combinatorics section Kentaro Fujimoto (Bristol) – Logic section John Mackay (Bristol) – Geometry section Céline Maistret (Bristol) – Number Theory section Jeremy Rickard (Bristol) – Algebra section. Céline Maistret Arithmetic invariants and parity of ranks of abelian surfaces Wednesday 18th December 2019; Chloe Martindale Non-interactive post quantum key exchange from isogeny graphs of elliptic curves Wednesday 11th December 2019; Alice Pozzi The values of the Dedekind-Rademacher cocycle at RM multiplication points Wednesday 11th December .
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celine maistret|Congratulations to Céline Maistret who takes gold at STEM for
