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DynamIC Seminars
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Complete List
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Name
Title
Date
Time
Room
Radhakrishnan Nair (University of Liverpool)
On the Riemann Hypothesis and Ergodic Averages
Abstract:
We will discuss how to use Ergodic Averages to analyse the Riemann and Lindelof Hypotheses. Specifically, to the extent that time allows, we discuss how to use subsequence ergodic theorems applied to Boole’s transformation and its variants and their invariant measures on the real line to give new characterisations of the Lindelof Hypothesis and the Riemann hypothesis. This builds on earlier work of R. L. Adler and B. Weiss, M. Lifshits and M. Weber, J. Steuding, J. Lee and A. I. Surijaya using Birkhoff’s ergodic theorem and probability theory. The talk is on work with Jean-Louis Verger-Gaugry and Michel Weber.
Tuesday, 5 November 2024
14:00
Huxley 410
Mats Bylund (Université Paris–Saclay)
TBA
Abstract:
TBA
Tuesday, 19 November 2024
14:00
Huxley 410
Chris Bishop (Stony Brook University)
TBA
Abstract:
TBA
Wednesday, 20 November 2024
15:30
Huxley 144
DynamIC Workshops and Mini-Courses
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Complete List
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Title
Date
Venue
CHAOS (Homoclinic Bifurcations, Strange Attractors, Arnold Diffusion, Fermi Acceleration, Solitons)
Sunday, 24 September 2023 – Friday, 29 September 2023
Nesin Math Village, Izmir, Turkey
Mini-Workshop on Heterodimensional Dynamics
Wednesday, 2 November 2022
Imperial College London
Short-term DynamIC Visitors
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