Mathematical Physics Courses
Stony Brook Mathematics via YouTube Supersymmetry and Trace Formulas: From Atiyah-Singer to Jacobi-Poisson and Selberg
Stony Brook Mathematics via YouTube Supersymmetry and Trace Formulas: From Atiyah-Singer to Jacobi-Poisson and Selberg - Part 1
Stony Brook Mathematics via YouTube Combinatorial Approximations to the Continuum for Fluid Computation
Stony Brook Mathematics via YouTube The Formulation of the Navier-Stokes Equations on Riemannian Manifolds
Stony Brook Mathematics via YouTube From the Monge Transportation Problem to Einstein's Gravitation Through Euler's Hydrodynamics
Stony Brook Mathematics via YouTube Non-uniqueness in the Partial Differential Equations of Fluid Dynamics
Stony Brook Mathematics via YouTube Geometry of Shock Formation and Maximal Development for Euler
Stony Brook Mathematics via YouTube Emergent Singular Solutions of Nonlinear Wave Equations
Stony Brook Mathematics via YouTube Stability of Twisting of Hamiltonian Flows and Applications
Stony Brook Mathematics via YouTube