Second-Order Time and State-Dependent Sweeping Process in Hilbert Space
Journal of Optimization Theory and Applications, Volume 182, No. 1, Year 2019
Notification
URL copied to clipboard!
Using an explicit catching-up algorithm, we prove the existence of absolutely continuous as well as bounded variation continuous solutions to a second-order perturbed Moreau’s sweeping process with the normal cone of a subsmooth moving set, which depends both on the time and on the state.