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Continuous Dependence of Mild Solutions on Initial Nonlocal Data, of the Nonlocal Semilinear Functional-Differential Evolution Cauchy Problems of the First and Second Order


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The aim of the paper is to prove two theorems on the continuous dependence of mild solutions, on initial nonlocal data, of the nonlocal semilinear functional-differential evolution Cauchy problems of the first and second orders. The paper is based on publications [1–10] and is a generalization of paper [5].