Sensitivity Analysis of Optimal Control Problems Described by Differential Hemivariational Inequalities
Sensitivity Analysis of Optimal Control Problems Described by Differential Hemivariational Inequalities is a scholarly work, published in 2018 in ''SIAM Journal on Control and Optimization''. The main subjects of the publication include mathematical analysis, pure mathematics, extension, Differential inclusion, compact space, class, Banach space, optimal control, work, fretting, set, brake pad, applied mathematics, mathematics, sensitivity, and contact mechanics. The first one is to investigate the nonemptiness as well as the compactness of the mild solutions set $S(\zeta)$ ($\zeta$ being the initial condition) for DHVIs and also to present an extension of Filippov's theorem, whose proof differs from previous work only in some technical details.