Stochastic stability of invariant measures: The 2D Euler equation
Stochastic stability of invariant measures: The 2D Euler equation
In finite-dimensional dissipative dynamical systems, stochastic stability provides the selection of the physically relevant measures. That this might also apply to systems defined by partial differential equations, both dissipative and conservative, is the inspiration for this work. As an example, the 2D Euler equation is studied. Among other results this …