On Strongly Convex Functions of Higher Order for Multiobjective Optimization Problems in Terms of the Clarke's Subdifferentials

摘要

In this paper, we derive optimality results for a feasible point to be a strict minimizer of higher order for the multiobjective optimization problem involving strongly convex functions using the tools of vector variational inequalities. We also establish some monotonicity results for the Clarke subdifferential of the strongly convex functions.