In this paper, a family of parameterized set-valued optimization problems, whose constraint set depends on a parameter, are considered. Some calculus rules are obtained for calculating the second-order contingent derivatives of the composition and sum of two set-valued mappings. Then, by using these calculus rules, some results concerning second-order… (More)

@article{Li2012SecondorderCD,
title={Second-order contingent derivatives of set-valued mappings with application to set-valued optimization},
author={S. J. Li and X. K. Sun and J. Zhai},
journal={Applied Mathematics and Computation},
year={2012},
volume={218},
pages={6874-6886}
}