
Explore turbulent flows in nature and industry, examining mathematical, engineering, and physical perspectives. Learn about analytical, experimental, and numerical tools, and delve into the phenomenology of turbulence.

Explore vorticity measures and vanishing viscosity in fluid dynamics, focusing on 2D Navier-Stokes equations and their relation to Euler equations in bounded domains.

Explores regularizing effects of transport noise on 3D Navier-Stokes equations, demonstrating improved vorticity control and well-posedness under specific noise conditions.

Explore rough perturbations of Navier-Stokes equations, focusing on solution definitions, well-posedness, and physical relevance in terms of conserved quantities.

Explore fluid dynamics, instability, and turbulence in everyday phenomena. Learn to describe flows and their impacts, from river patterns to cloud formation and mixing processes.

Explore fluid dynamics, from basic concepts to turbulence, connecting theory with everyday phenomena like river patterns and cloud formation. Gain insights into the behavior of flows in nature and daily life.

Explore fluid dynamics, from basic concepts to instability and turbulence. Connect theoretical principles with everyday phenomena like river patterns, cloud formation, and mixing processes.

Explore the fundamentals of fluid dynamics, from basic flow descriptions to instability and turbulence, connecting theoretical concepts with everyday phenomena like river patterns and cloud formation.

Explore fluid dynamics, from basic concepts to turbulence, connecting theory with everyday phenomena like river patterns and cloud formation. Gain insights into the behavior of flows in nature and daily life.

Explore fluid dynamics, from basic concepts to instability and turbulence. Connect theory with everyday phenomena like river patterns, cloud formation, and mixing processes in this engaging lecture series.

Explore fluid dynamics, from basic concepts to turbulence, connecting theory with everyday phenomena like river patterns and cloud formation. Gain insights into the behavior of flows in nature.

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.

Explore axisymmetric Euler equations, discussing well-posedness, qualitative properties, and renormalization results for vanishing viscosity solutions. Examine energy conservation in ideal fluid dynamics.

Explore an infinite dimensional manifold of exact solutions for the Navier-Stokes loop equation in decaying turbulence, presented by renowned physicist Alexander Migdal.

Explore the Cahn-Hilliard-Navier-Stokes framework for understanding turbulence in multi-phase flows, presented by Rahul Pandit as part of a discussion on field theory and turbulence in physics.

Explore turbulence, singularities, and fluid dynamics through mathematical considerations, multiscale solutions, and incompressible fluid pressure. Gain insights into Navier-Stokes equations and regularity criteria.

Explore instability and non-uniqueness in fluid dynamics equations, focusing on recent advancements in Euler and Navier-Stokes equations and their implications for unpredictability.

Explore modern techniques for analyzing flows of irregular vector fields, with applications to fluid dynamics and turbulence theory. Gain insights into nonlinear PDEs and Euler/Navier-Stokes equations.

Explore modern techniques for analyzing flows of irregular vector fields, including quantitative regularity estimates, nonuniqueness solutions, and applications to fluid dynamics PDEs.

Explore modern techniques for analyzing flows of irregular vector fields, including quantitative regularity estimates, nonuniqueness solutions, and applications to fluid dynamics PDEs.

Explore modern techniques for analyzing flows of irregular vector fields, including quantitative regularity estimates, nonuniqueness solutions, and applications to fluid dynamics PDEs.