Abstract
This paper deals with the regularity of the global attractor for the semilinear plate equation with nonlocal nonlinearity. We proved the existence of the global attractor in the phase space H2 (ℝn) × L2 (ℝn) in our earlier work. In this study, we show that the global attractor is a bounded subset of H4 (ℝn) × H2 (ℝn).
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