Jan 2, 2014 · Generalized Convexity and Characterization of (Weak) Pareto-Optimality in Nonsmooth Multiobjective Optimization Problems. Majid Soleimani ...
Majid Soleimani-Damaneh, 2015. "Generalized Convexity and Characterization of (Weak) Pareto-Optimality in Nonsmooth Multiobjective Optimization Problems," ...
E®orts to characterize optimality in nonsmooth and/or nonconvex optimization problems have made rapid progress in the past four decades. Nonsmooth analysis ...
Generalized Convexity and Characterization of (Weak) Pareto-Optimality in Nonsmooth Multiobjective Optimization Problems ... generalized weakly efficient ...
Generalized convexity and characterization of (weak) Pareto-optimality in nonsmooth multiobjective optimization problems.
It is clear that if x is a Pareto optimal of problem (1), then it is a global weak Pareto optimal of problem (1), so it also must be a local weak Pareto optimal ...
Journal of Optimization Theory and Applications; Article. Weak Pareto optimality of multiobjective problems in a locally convex linear topological space.
Missing: Characterization | Show results with:Characterization
First we characterize a necessary conditon for (weak Pareto) optimality in terms of contingent cone and objective function(s). Then, by some constraint ...
Feb 16, 2018 · ... nonsmooth sufficient optimality theorem for weakly ... weak robust duality and strong robust duality under generalized convexity assumption.
Finally, we prove that under the generalized convexity assumptions, Pareto stationary conditions can also be sufficient conditions for Pareto optimality or weak ...
Missing: Characterization | Show results with:Characterization