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Y.X. Xia
Posted: Wed May 21, 2003 3:38 am
Guest
Hi,
I have a question about the ergodicity of spatiotemporal chaos based on
coupled map lattices (CML) model. It is known that when the coupling
strength (e.g., \epsilon in Kaneko's model) is sufficiently weak, there
exist an invariant measure under the the space-time translations.

My question is: dose the proposition hold when the coupling strength is
strong?

Thank you!

Xia
 
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