In this note we show that any solution of a nonlocal phase-field system with temporal memory converges to a unique stationary state. We make use of a non-smooth version of Lojasiewicz inequality.
In this note we show that any solution of a nonlocal phase-field system with temporal memory converges to a unique stationary state. We make use of a non-smooth version of Lojasiewicz inequality. (en)
Zobecněná verze Lojasiewiczovy nerovnosti je použita k důkazu konvergence řešení systému fázového pole s nelokálními členy. (cs)