Suchergebnisse - Elliptic mathematical programs with equilibrium constraints

First-Order Optimality Conditions for Elliptic Mathematical Programs with Equilibrium Constraints via Variational Analysis von Hintermüller, M., Surowiec, T.

“… Mathematical programs in which the constraint set is partially defined by the solutions of an elliptic variational inequality, so-called "elliptic MPECs," are formulated in reflexive Banach spaces …”
Volltext

Several approaches for the derivation of stationarity conditions for elliptic MPECs with upper-level control constraints von Hintermüller, Michael, Mordukhovich, Boris S., Surowiec, Thomas M.

“… The derivation of multiplier-based optimality conditions for elliptic mathematical programs with equilibrium constraints (MPEC …”
Volltext

Direct pseudo‐spectral method for optimal control of obstacle problem – an optimal control problem governed by elliptic variational inequality von Khaksar‐e Oshagh, M., Shamsi, M.

“… By using the pseudo‐spectral method, the infinite dimensional mathematical programming with equilibrium constraint, which can be an equivalent form of the considered problem, is converted to a finite dimensional …”
Volltext

A bundle-free implicit programming approach for a class of elliptic MPECs in function space von Hintermüller, M., Surowiec, T.

“… This setting is applied to a class of mathematical programs with equilibrium constraints in function space from which a new algorithm is derived …”
Volltext

Strong Stationarity Conditions for the Optimal Control of a Cahn–Hilliard–Navier–Stokes System von Hintermüller, Michael, Keil, Tobias

“… The existence of solutions to the primal system and of optimal controls is established. The Lipschitz continuity of the constraint mapping is derived and used …”
Volltext

Risk-neutral PDE-constrained generalized Nash equilibrium problems von Gahururu, Deborah B., Hintermüller, Michael, Surowiec, Thomas M.

“… A class of risk-neutral generalized Nash equilibrium problems is introduced in which the feasible strategy set of each player is subject to a common linear elliptic partial differential equation with random inputs …”
Volltext

B- and Strong Stationarity for Optimal Control of Static Plasticity with Hardening von Herzog, Roland, Meyer, Christian, Wachsmuth, Gerd

“… Optimal control problems for the variational inequality of static elastoplasticity with linear kinematic hardening are considered. The control-to-state map is …”
Volltext

Book reviews von Brezinski, C

“… RALPH,Mathematical Programs with Equilibrium Constraints,Cambridge University Press, Cambridge, 1996P.R. POPIVANOV and D.K …”
Volltext