The self-assembly and evolution of homomeric protein complexes
Villar, G
Wilber, A
Williamson, A
Thiara, P
Doye, J
Louis, A
Jochum, M
Lewis, A
Levy, E
(22 Nov 2008)
Modelling the Self-Assembly of Virus Capsids
Johnston, I
Louis, A
Doye, J
(10 Oct 2009)
DNA cruciform arms nucleate through a correlated but non-synchronous cooperative mechanism
Matek, C
Ouldridge, T
Levy, A
Doye, J
Louis, A
(13 Jun 2012)
Inhibition of protein crystallization by evolutionary negative design
Doye, J
Louis, A
Vendruscolo, M
(16 Feb 2004)
The effect of scale-free topology on the robustness and evolvability of genetic regulatory networks
Greenbury, S
Johnston, I
Smith, M
Doye, J
Louis, A
(24 May 2010)
Structural, mechanical and thermodynamic properties of a coarse-grained DNA model
Ouldridge, T
Louis, A
Doye, J
(22 Sep 2010)
Coarse-grained modelling of strong DNA bending II: Cyclization
Harrison, R
Romano, F
Ouldridge, T
Louis, A
Doye, J
(30 Jun 2015)
The oxDNA coarse-grained model as a tool to simulate DNA origami
Doye, J
Fowler, H
Prešern, D
Bohlin, J
Rovigatti, L
Romano, F
Šulc, P
Wong, C
Louis, A
Schreck, J
Engel, M
Matthies, M
Benson, E
Poppleton, E
Snodin, B
(10 Apr 2020)
Thu, 23 Nov 2023
16:00
16:00
L5
Anticyclotomic p-adic L-functions for U(n) x U(n+1)
Xenia Dimitrakopoulou
(University of Warwick)
Abstract
I will report on current work in progress on the construction of anticyclotomic p-adic L-functions for Rankin--Selberg products. I will explain how by p-adically interpolating the branching law for the spherical pair (U(n)xU(n+1), U(n)) we can construct a p-adic L-function attached to cohomological automorphic representations of U(n) x U(n+1), including anticyclotomic variation. Due to the recent proof of the unitary Gan--Gross--Prasad conjecture, this p-adic L-function interpolates the square root of the central L-value. Time allowing, I will explain how we can extend this result to the Coleman family of an automorphic representation.
Thu, 16 Nov 2023
16:00
16:00
L5
90 years of pointwise ergodic theory
Ben Krause
(University of Bristol)
Abstract
This talk will cover the greatest hits of pointwise ergodic theory, beginning with Birkhoff's theorem, then Bourgain's work, and finishing with more modern directions.