Abstract
In this work, we use recent results on pseudo almost periodicity to study a class of non-autonomous cellular neural networks with mixed delays. Sufficient conditions are obtained in context of general measure theory (dμ(x)=ρ(x)dx+dμ1(x)), for existence, uniqueness and global exponentially stability of μ-pseudo almost periodic solutions of the considered model. As a consequence, we establish the exponential attractiveness of μ-pseudo almost periodic solutions of the addressed model as t⟶+∞. Some examples and numerical simulations are given to illustrate our results.
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