If the Yosida distances d_Y(A,A1) and d_Y(B,B1) are small, the perturbed PFDE admits an exponential dichotomy whenever the original does.
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Roughness of exponential dichotomy under unbounded perturbation in linear partial functional differential equations
If the Yosida distances d_Y(A,A1) and d_Y(B,B1) are small, the perturbed PFDE admits an exponential dichotomy whenever the original does.