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In this work, using discontinuous almost periodic type functions, exponential dichotomy and the notion of Bi-almost automorphicity we give sufficient conditions to obtain a unique almost automorphic solution of a quasilinear system of differential equations with piecewise constant arguments. Finally, an application to the Lasota– Wazewska model with piecewise constant delayed argument is given.

Discontinuous almost periodic type functions, almost automorphy of solutions of differential equations with discontinuous delay and applications