Crossing the Line: From Graphs to Curves
Explore the intersection of probability and geometry in non-Euclidean spaces through Hugo Parlier's insightful conference talk on graphs and curves.
Tail Bounds for Detection Times in Mobile Hyperbolic Graphs
Explore tail bounds for detection times in mobile hyperbolic graphs. Gain insights into probability and geometry in non-Euclidean spaces through this mathematical conference talk.
On the Spread of an Infection in a Host Population Distributed on Z - Lecture
Explore mathematical models of infection spread in host populations distributed on Z, focusing on stochastic processes in evolutionary biology.
Image Compression with Differential Equations
Explore innovative image compression techniques using partial differential equations, combining mathematical modeling, optimization, and numerical methods for efficient data encoding and reconstruction.
Mathematics for Data-Driven Modeling - The Science of Crystal Balls
Explore data-driven modeling techniques that bypass traditional equation-based approaches, enabling direct analysis and prediction from observations in various scientific fields.
Nonlocal Evolution Equations - Rothschild Lecture
Explore nonlocal evolution equations, focusing on Surface Quasi-Geostrophic equation and its generalizations. Examine regularity, long-term dynamics, and dissipation in 2D SQG.
Three Character Archetypes in Energy Optimization - Kirk Lecture
Explore the intersection of pure and applied mathematics in energy optimization through three key figures: Newton, Lagrange, and Moreau. Gain insights into sustainable electricity management.
Managing Bottlenecks Using Diffusion and Reflection
Explore bottleneck management through diffusion and reflection in this lecture by Professor Ruth Williams, addressing stochastic systems and anomalous diffusion.
Data-Driven Modelling of Collective Cell Motility - Kirk Lecture
Explore data-driven modeling techniques for collective cell motility with Prof. Ruth Baker. Gain insights into interdisciplinary approaches in animal ecology and cell biology.
A Mathematical Toolkit for Pandemics
Explore mathematical tools for understanding and managing pandemics with Prof. Julia Gog. Gain insights into modeling, data analysis, and decision-making strategies for infectious disease outbreaks.
Dynamics Close to Equilibrium and Chaos - Lecture 3
Explore equilibrium dynamics and chaos, delving into advanced concepts with expert insights from Anatoly Polkovnikov of Boston University.
Dynamics Close to Equilibrium and Chaos - Lecture 2
Explore equilibrium dynamics and chaos, delving into advanced concepts with insights from Boston University expert Anatoly Polkovnikov.
The Maths Nerd Starter Kit 2022
Discover essential tools and strategies for effective mathematics outreach, enhancing your ability to engage and inspire others in the world of numbers.
Marked Length Spectrum Rigidity for Surfaces with Anosov Geodesic Flows
Explorez les techniques analytiques en dynamique et géométrie, en mettant l'accent sur la rigidité du spectre de longueur marqué pour les surfaces à flux géodésique d'Anosov.
Delocalization of the Laplace Eigenmodes on Anosov Surfaces
Explore analytic techniques in dynamics and geometry, focusing on Laplace eigenmodes on Anosov surfaces and their high-frequency behavior.
Renormalization for Nilflows and Weyl Sums - Analytic Techniques in Dynamics and Geometry
Explore analytic techniques in dynamics and geometry, focusing on renormalization for nilflows and Weyl sums. Gain insights into liquid distribution and effective scaling methods.
Uniqueness of the Measure of Maximal Entropy for Geodesic Flows on Surfaces with Caps
Explore analytic techniques in dynamics and geometry, focusing on uniqueness of maximal entropy measures for geodesic flows on capped surfaces.
Ruelle Taylor Resonances for Higher Rank Anosov Actions
Explore analytic techniques in dynamics and geometry, focusing on Ruelle Taylor resonances for higher rank Anosov actions.
Resonant Forms at Zero for Dissipative Anosov Flows
Explore analytic techniques in dynamics and geometry, focusing on resonant forms at zero for dissipative Anosov flows with Gabriel P. Paternain from the University of Cambridge.
Zeta Functions for Anosov Diffeomorphisms, Flows and Actions
Explore analytic techniques in dynamics and geometry, focusing on zeta functions for Anosov diffeomorphisms, flows, and actions.
Data to Differential Equations: Discovering Mathematical Models for Biological Systems
Explore data-driven techniques for discovering governing equations in complex biological systems, focusing on PDEs and innovative mathematical methods for modeling phenomena like arterial flow and tissue fracture.