Existence and uniqueness of solutions are established for nonlinear evolution equations with non-Lipschitz perturbations governed by m-accretive operators, along with convergence of successive approximations.
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Nonlinear evolution equations with a non-Lipschitz perturbation: convergence of successive approximations and uniqueness of solutions
Existence and uniqueness of solutions are established for nonlinear evolution equations with non-Lipschitz perturbations governed by m-accretive operators, along with convergence of successive approximations.