Let It Flow - Stage 0 River Restoration
Explore the innovative 'Stage Zero' approach to river restoration, focusing on natural floodplain connectivity and ecosystem benefits. Learn from experts about design, implementation, and real-world examples.
Woodshop Dust Collection Install - Oneida Dust Gorilla Pro
Comprehensive guide to installing and using the Oneida Dust Gorilla Pro woodshop dust collection system, covering assembly, ductwork installation, and demonstrating its effectiveness and features.
Stochastic Quantization of Exponential Quantum Field Theory
Explores stochastic quantization of 2D scalar fields with exponential interaction, focusing on elliptic and parabolic Euclidean approaches and related random PDEs with multiplicative noise.
Marcello Porta: On the Correlation Energy of Interacting Fermionic Systems in the Mean-Field Regime
Explore ground state properties of homogeneous, interacting Fermi gas in mean-field regime, focusing on correlation energy and recent progress in understanding its precise value through rigorous bosonization techniques.
Excitation Spectrum and Time Evolution of Bose-Einstein Condensates
Explore the dynamics of Bose-Einstein condensates, focusing on time evolution and excitation spectrum in the Gross-Pitaevskii regime, using advanced mathematical tools for large-scale systems.
On the Sedimentation of Particle Suspensions in Stokes Flows
Explores mathematical models for particle sedimentation in fluids, from microscopic Navier-Stokes equations to macroscopic Vlasov-Stokes systems, focusing on spherical and non-spherical particles with and without inertia.
Homoenergetic Solutions for the Boltzmann Equation
Explore homoenergetic solutions of the Boltzmann equation, their well-posedness theory, and unique long-time asymptotics in nonequilibrium gas dynamics under shear, expansion, or compression.
On a Multi-Species Kinetic Model of Plasma, Theory and Numerics
Explore a new multi-species kinetic model for plasma, examining its theoretical properties and numerical solutions in the context of inertial confinement fusion.
Vlasov-Maxwell-Boltzmann System
Explore the Vlasov-Maxwell-Boltzmann system and its convergence to the Navier-Stokes-Fourier-Maxwell system with Ohm's law, including uniform estimates and classical solution analysis.
Vlasov Poisson Boltzmann Equation in Bounded Domains
Explore the Vlasov-Poisson-Boltzmann system for charged particles in bounded domains, focusing on boundary effects, solution construction, and convergence to global Maxwellian distribution.
Kinetic Theory of Social Phenomena I
Explore statistical mechanics of multi-agent systems to explain distributions in human activities, focusing on skewed distributions in economics and social sciences.
Swarming Models with Local Alignment Effects
Explores phase transitions in kinetic equations for swarming models, focusing on noise-driven transitions and their applications in mathematical physics and interacting particle systems.
Scaling Limits and Effective Equations in Kinetic Theory I
Explores scaling limits and effective equations in kinetic theory, focusing on Boltzmann and Landau equations for rarefied gases and weakly interacting plasmas, discussing mathematical challenges in rigorous derivation.
Reversed Hardy Littlewood Sobolev Inequalities
Exploration of reverse Hardy-Littlewood-Sobolev inequalities, examining parameter ranges, optimal functions, and potential concentration, with connections to free energy functionals and nonlinear diffusion equations.
Quantitative Uniform Propagation of Chaos for Maxwell Molecules
Explores propagation of chaos in Kac's N-particle system for Maxwell molecules, using probabilistic coupling techniques and recent stabilization results to establish uniform-in-time estimates.
Mean Field Limit by Gamma Convergence
Explores mean-field limit for λ-convex potentials using variational methods, focusing on gradient flows and Γ-convergence in interacting particle systems.
Indirect Diffusion Effect and Convergence to Equilibrium
Explores indirect diffusion in reaction-diffusion systems, showing how non-diffusing species can still reach equilibrium through interactions with diffusing species and reversible reactions.
Renormalization and Energy Conservation for the Axisymmetric Euler Equation
Explore axisymmetric Euler equations, discussing well-posedness, qualitative properties, and renormalization results for vanishing viscosity solutions. Examine energy conservation in ideal fluid dynamics.
On the Muskat Problem with Different Mobilities and the Vortex Sheet Problem with Non-Fixed Sign
Explores recent findings on unstable Muskat problem in porous media and vortex sheet problem in Euler equations, discussing h-principle, convex integration, and globally dissipative weak solutions.
Monte Carlo and Machine Learning Approaches in Quantum Mechanics - IPAM at UCLA
Explore Monte Carlo and machine learning techniques in quantum mechanics with Andrea Tirelli, covering advanced computational methods for solving complex quantum systems.
Quantum Monte Carlo and Machine Learning Simulations of Dense Hydrogen
Explore advanced quantum simulations of dense hydrogen using Quantum Monte Carlo and machine learning techniques, focusing on electronic energies, proton distributions, and novel solid structures.