Abstract
In recent years, the invariant and attractor of dynamical system have obtained considerable attention because in nonlinear system we don’t know whether the equilibrium point exists. Various interesting results on this problem have been report [1–5]. In this paper, we will study invariant sets and attractor of reaction-diffusion equations, and give the particular method on determining invariant sets and attractor by virtue of the properties of operator semigroup[6], nonnegative matrices [7], and differential inequality technique [8].
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