Schedule

The conference will begin at 10am on Thursday and end at 5pm on Friday. Breakfast will be from 9am on both days.

The schedule and list of abstracts are now available! Below are the speakers and their talk titles!

  • Dr. Ana Caraiani (Imperial) – Shimura varieties, torsion classes, and Galois representations
  • Prof. Minhyong Kim (Oxford) – Principal bundles in Diophantine geometry

  • Nirvana Coppola (Bristol) – Galois action on elliptic curves
  • Alexandre Daoud (KCL) – On the theory of higher rank Euler systems
  • Fabio Ferri (Exeter) – Tame Galois module structure revisited
  • Dan Fretwell (Bristol) – Hilbert modular Eisenstein congruences
  • Pip Goodman (Bristol) – Abelian varieties and their endomorphism algebras
  • Daniel Gulotta (Oxford) – Modular forms near the boundary of weight space
  • Damián Gvirtz (Imperial) – Brauer groups of surfaces
  • Richard Hatton (Nottingham) – Modular points on elliptic curves
  • Ben Heuer (KCL/LSGNT) – Perfectoid modular forms
  • Pol van Hoften (LSGNT/KCL) – Level lowering for \mathrm{GL}_n via p-adic uniformisation
  • Catherine Hsu (Bristol) – Higher Eisenstein congruences
  • Ashwin Iyengar (KCL) – Irreducible components of local deformation spaces
  • Gene Kopp (Bristol) – Complex equiangular lines and the Stark conjectures
  • Jef Laga (Cambridge) – Arithmetic invariant theory
  • Marius Leonhardt (Cambridge) – L-functions of CM elliptic curves
  • Rob Little (Durham) – Modular generating series for Picard modular surfaces
  • Martin Lüdtke (Frankfurt) – Anabelian Geometry
  • André Macedo (Reading) – An overview of the Hasse norm principle and some recent results
  • Salvatore Mercuri (Durham) – Garrett’s conjecture for metaplectic Eisenstein series
  • Adam Morgan (Glasgow) – Parity of ranks of abelian varieties
  • Masahiro Nakahara (Manchester) – Brauer-Manin obstruction for rational surfaces
  • Alice Pozzi (UCL) – The eigencurve at weight one points and units in number fields
  • Angelo Rendina (Sheffield) – Kurokawa-Mizumoto congruences and degree 8 L-functions
  • Beth Romano (Cambridge) – Arithmetic statistics through graded Lie algebras
  • Alex Saad (Oxford) – Multiple zeta values and modular forms
  • Vlad Serban (Vienna) – The Lang-Trotter conjecture and generalizations
  • Daria Shchedrina (Nottingham) – Equivariant Birch and Swinnerton-Dyer conjecture
  • George Turcas (Warwick) – On Fermat equation over some quadratic imaginary fields
  • Sadiah Zahoor (Sheffield) – Gauss’ conjecture – peculiar proof and progress
  • Di Zhang (Sheffield) – Shintani lifting