A long-term stable fully discrete scheme for stochastic non-Newtonian Stokes equations is proved; two empirical-measure sequences each achieve one of tightness or semigroup-invariance, merged only under a condition the paper's own numerics suggest fails for fixed time step.
Numerical and convergence analysis of the stochastic Lagrangian averaged Navier–Stokes equations
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Reaching the equilibrium: Long-term stable approximations for stochastic non-Newtonian Stokes equations with transport noise
A long-term stable fully discrete scheme for stochastic non-Newtonian Stokes equations is proved; two empirical-measure sequences each achieve one of tightness or semigroup-invariance, merged only under a condition the paper's own numerics suggest fails for fixed time step.