Exploring Internal Gravity Wave Interactions with Eddies and Waves
Investigación sobre interacciones entre ondas de gravedad internas, remolinos y otras ondas en fluidos geofísicos, examinando su impacto en la dinámica atmosférica y oceánica.
Impact of a Mesoscale Eddy on the M2 Internal Tide in 5km ICON-O
Explore the influence of mesoscale eddies on M2 internal tides using high-resolution ICON-O simulations. Gain insights into complex ocean dynamics and energy transfers in geophysical fluid systems.
The Geostrophic Eady Problem Revisited - Lecture 2
Revisiting the geostrophic Eady problem, exploring atmospheric and oceanic dynamics, instabilities, and energy transfers in geophysical fluid systems. Advanced analysis of multi-scale interactions in Earth's climate.
Impact of Tides and Eddies on Ocean Energy Spectra in Submesoscale Resolving Simulations
Explore the influence of tides and eddies on ocean energy spectra at submesoscale resolutions, examining their impact on energy transfers and dynamics in geophysical fluid systems.
Linking Submesoscale Frontal Dynamics to the Large Scale Background Environment
Explore the connection between submesoscale frontal dynamics and large-scale ocean environments. Gain insights into multi-scale interactions in geophysical fluid dynamics and their impact on Earth's climate.
Instabilities in Neural Autoregressive Models of Geophysical Flows
Explores instabilities in neural autoregressive models for geophysical flows, discussing challenges and advancements in predicting complex atmospheric and oceanic dynamics using machine learning techniques.
Energetically Consistent Ocean Model Parameterisations - Lecture 2
Explores energetically consistent parameterizations for ocean models, focusing on advanced techniques to accurately represent complex oceanic processes and energy transfers across scales.
Nonlinear Bosonization of Fermi and Non-Fermi Liquids
Explore nonlinear bosonization in Fermi and non-Fermi liquids with Yi-Hsien Du. Gain insights into quantum many-body systems and their gapless states in this advanced theoretical physics talk.
Tunable Quantum Criticality in Multi-Component Rydberg Atoms
Explore tunable quantum criticality in multi-component Rydberg atoms with Natalia Chepiga. Delve into cutting-edge research on strongly correlated gapless quantum many-body systems and their implications.
Spectrum of the Ising Model
Explore the correspondence between Ising models and algebro-geometric data, extending Kenyon and Okounkov's work on dimer models and Harnack curves in this advanced mathematical presentation.
Minimal Bipartite Dimers and Maximal Riemann Surfaces
Exploration of critical weights for dimer models on isoradial graphs, extending Kenyon's results using theta functions on maximal Riemann surfaces, with applications to spectral theorems and Laplacians.
The Double Scaled SYK Model - Quantum Chaos and Non-Commutative Geometry
Explore quantum chaos and non-commutative geometry in the double scaled SYK model. Delve into advanced string theory concepts and their implications for spacetime and black hole information.
Indian Statistical Physics Community Meeting - Session 3
Annual discussion meeting for Indian statistical physics community, covering diverse topics from quantum fluids to complex systems. Fosters collaboration among scientists, postdocs, and students in the field.
On the Higher-Rank Dimer Model
Richard Kenyon explores the higher-rank dimer model, discussing GL(n) local systems, Kasteleyn operators, and n-multiwebs. He presents scaling limit results for SL(3) and their conformal invariance in this advanced mathematics talk.
Measurement Uncertainty in Physics
Explore measurement uncertainty in physics, focusing on experimental techniques, error analysis, and data interpretation to enhance research skills and scientific accuracy.
The Grapheme-Valued Wright-Fisher Diffusion With Mutation by Anita Winter
Explore grapheme-valued Wright-Fisher diffusion with mutation in population genetics. Gain insights into mathematical models for genetic variation and evolutionary processes.
Role of AI in Tackling Climate Change - How Uncertain is Future Sea Level Rise
Explore AI's potential in addressing climate change, focusing on predicting sea level rise uncertainties, with insights from a leading expert in the field.
Inhomogeneous Multispecies t-PushTASEP and Macdonald Polynomials
Explore connections between inhomogeneous multispecies t-PushTASEP's stationary distribution and Macdonald polynomials at q=1 in this advanced mathematics lecture by Harvard's Lauren Williams.
The Inhomogeneous Multispecies PushTASEP
Explore multispecies PushTASEP variants, stationary distributions, and symmetry properties. Discover explicit formulas for correlations using Schur functions in this advanced mathematical presentation.
Compact Formula for Symmetric Macdonald Polynomials via ASEP and TAZRP
Explore connections between particle models and Macdonald polynomials, unveiling a new compact tableau formula with applications in probability and integrable systems.
The Squish Map and the SL_2 Double-Dimer Model
Explore measure-preserving maps between dimer models on hexagon lattices, connecting single and double-dimer models for insights into partition functions and plane partition enumeration.