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

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].