Friday, July 26
8:30-10:30 AM
MS44
Numerical Methods and Applications to Control
This minisymposium focuses on recent developments in the analysis of numerical methods for optimal control problems. The speakers will discuss sufficient optimality conditions and Lipschitz stability which play a fundamental role in the analysis of almost any numerical algorithm in optimal control, and finite element methods for acoustic problems and the estimation of an elliptic coefficient.
Organizer: William W. Hager
University of Florida
- 8:30 L2 Sufficient Conditions for End-Constrained Optimal Control Problems with Inputs in a Polyhedron
- Joseph C. Dunn, North Carolina State University
- 9:00 Title and speaker to be determined
- 9:30 Convergence of FEM Algorithm for Structural Acoustic Problem with Point Controls
- Irena Lasiecka, University of Virginia
- 10:00 Stability for Optimal Control Problems with State Constraints
- William W. Hager, Organizer
MMD, 5/20/96