Jordania
We investigate the existence of the uniform global attractor for a family of infinite dimensional second order non-autonomous lattice dynamical systems with nonlinear part of the form f (u, t), where we introduce a suitable Banach space W and we assume that( f (·, t), ∂2 f (·, t))is an element of the hull of an almost periodic function ( f0 (·, t), ∂2 f0 (·, t)) with values in W.
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