Part I: Modelling.- Mathematical Models of Fluids in Continuum
Mechanics.- Open vs. Closed Systems.- Part II: Analysis.- Generalized
Solutions.- Constitutive Theory and Weak-Strong Uniqueness
Revisited.-Existence Theory, Basic Approximation Scheme.- Vanishing
Galerkin Limit and Domain Approximation.-Vanishing Artificial Diffusion
Limit.- Vanishing Artificial Pressure Limit.- Existence Theory - Main
Results.-Part III: Qualitative Properties.- Long Time Behavior.-
Statistical Solutions, Ergodic Hypothesis, and Turbulence.- Systems with
Prescribed Boundary Temperature.