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Titlebook: Attractors for infinite-dimensional non-autonomous dynamical systems; Alexandre N. Carvalho,José A. Langa,James C. Robin Book 2013 Springe

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G Protein-Coupled Receptor Screening Assaysear underlying structure (like a Lyapunov function, for example), the application of the more ‘global’ results of these two chapters (existence of a finite-dimensional pullback attractor) is essentially as far as one can currently proceed.
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The Navier–Stokes equations with non-autonomous forcingear underlying structure (like a Lyapunov function, for example), the application of the more ‘global’ results of these two chapters (existence of a finite-dimensional pullback attractor) is essentially as far as one can currently proceed.
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Appendix: Skew-product flows and the uniform attractorns and uniformly .: . Note that while this uniform attractor is a fixed subset of the phase space and is ‘attracting’, one cannot speak of the ‘dynamics on the uniform attractor’. The property of invariance of the global or non-autonomous attractor has been replaced by minimality (Definition 16.8).
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