Abstract
<span class="fontstyle0"><span style="font-size: small;">We use the concept of approximation introduced by D.T Luc et al. as<br />generalized derivative for non-Lipschitz vector functions to consider vector problems<br />with non-Lipschitz data under inclusion constraints. Some calculus of approximations<br />are presented. A necessary optimality condition, type of KKT condition, for local<br />efficient solutions of the problems is established under an assumption on regularity.<br />Applications and numerical examples are also given.</span></span>
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