MATH 497
Reading in Mathematics
Winter 2018 · Navier–Stokes Regularity
Topics
- Sobolev spaces and Newtonian potentials
- Divergence equations
- Helmholtz–Weyl decomposition
- Stationary Navier–Stokes problems
- Stokes operator
- Cauchy problems and pressure
- Uniqueness and regularity
- Compactness
- Weak, Leray–Hopf and strong solutions
Sources
- Course catalogue ↗2026–2027
- Navier–Stokes Regularity ↗2018
- The visible heading says Winter 2018; the HTML title retains an older Fall 2016 label. Individual lecture notes are linked, but no textbook is named.