Abstract
The long time behavior of the solutions of some partly dissipative reaction diffusion systems is studied. We prove the existence of a compact (L2 × L2 − H1 × L2) attractor for a partly dissipative reaction diffusion system in Rn. This improves a previous result obtained by A. Rodrigues-Bernal and B. Wang concerning the existence of a compact (L2 × L2 − L2 × L2) attractor for the same system.
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