6533b854fe1ef96bd12adfd9
RESEARCH PRODUCT
Abstract Estimates of the Rate of Convergence for Optimal Control Problems
T. RäisänenTommi Kärkkäinensubject
Elliptic operatorElliptic curveMathematical optimizationControl and OptimizationDiscretizationRate of convergenceApplied MathematicsState constraintOptimal controlControl (linguistics)Mathematicsdescription
A method for solving optimal control problems with general elliptic operators is presented and analyzed. Especially, estimates of the rate of convergence for the control problems with the proposed approach are derived independently of the underlying approximation method. Some numerical experiments with the proposed method are included.
| year | journal | country | edition | language |
|---|---|---|---|---|
| 1997-07-01 | Applied Mathematics and Optimization |