On some conserved stochastic phase-field models of Cahn-Hilliard-Cook type with logarithmic potential

Scarpa Luca, Politecnico di Milano

We give an overview of some recent results on conserved stochastic phase-field models with logarithmic potential, which cover the celebrated Cahn-Hilliard-Cook equation. Well-posedness, regularity, and long-time behaviour of solutions are discussed, with a mention of uniqueness-by-noise. The works presented in the talk are based on joint collaborations with Dr. A. Di Primio, Prof. M. Grasselli, and Dr. M. Zanella.

Area: CS5 - Stochastic PDEs for physical models (Margherita Zanella)

Keywords: Stochastic phase-field models; conservative noise; Cahn-Hilliard-Cook equation

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