This meeting was intended as an introduction to the Annual General Meeting on 12 November 2021 at which Professor Jon Keating FRS (Oxford), will give the Presidential Address on Random Matrices and the Riemann Zeta-Function, with an accompanying talk by Professor Jens Marklof (Bristol) on Random Lattices. All graduate students (and indeed any other mathematicians) welcome.
The event included a talk by and opportunities for Graduate Students to give 15 minute talks on their research to a general mathematical audience.
(All timings are in GMT)
1.00pm Opening of Meeting and Welcome
Nina Snaith (Bristol)
Title: Hollywood's hippest mathematics: random matrices and Riemann zeros
Abstract: This is the story of how physicists helped answer a hundred-year-old question about the Riemann zeta function and how this features in a major Hollywood movie.
2.00pm Break
2.15pm Student talks commence
Room 1 - Chair; Elizabeth Fisher (LMS)
2.15 pm Saksham Sharma (Cambridge) Torodial analysis of an oscillating sessile drop
2.35 pm Elle McLean (UCL) Improved calculation of waterfalls through series truncation and collocation.
2.55 pm Santiago Agüà Salcedo (Cambridge) Unitary irreducible representations of dS isometries in dS/CFT
Room 2 - Chair; Diane Maclagan (Warwick)
2.15pm Maram Alossaimi (Sheffield) Poisson algebras
2.35pm Theodoros Stylianos Papazachariou (Essex) Explicit description of the moduli compactification of Fano threefold 2-25
2.55pm Thomas Sharpe (King’s College, London) Singular Complexity of Polyhedral 3-Manifolds
Room 3 - Chair; Ian Short (OU)
2.15pm Andrew Pearce-Crump (York) Discrete moments of the Riemann zeta function.
2.35pm George Kontogeorgiou (Warwick) Equivariant Cayley Complex Embeddings
2.55pm Hongyi Huang (Bristol) On the Saxl graph of primitive groups
3.15pm Final questions and other upcoming ECR activities
3.30pm Meeting closed.