Sentence examples for control approximations from inspiring English sources

A posteriori error estimates are obtained for both the state and the control approximations.

My other projects include games and stochastic control problems on graphs, numerical homogenization, multi-objective and randomly-terminated optimal control, approximation of invariant manifolds of delay-differential equations, fast methods for constructing multi-valued solutions of PDEs, and dimension reduction in the context of chemical kinetics.

We derive a posteriori error estimates for the coupled state and control approximation.

We derive a posteriori error estimates for the state and control approximation.

Then, we derive a posteriori error estimates for both the state and the control approximation in Section 3.

Then equivalent a posteriori error estimators with lower and upper bounds for both state and control approximation are derived.

We derive a posteriori error estimates in L 2 ( J ; H 1 -norm and L 2 ( J ; L 2 -norm for both the coupled state and control approximation.

We have obtained some error estimate results for both the state, the co-state and the control approximation with convergence order hk+1.

We derive a posteriori error estimates in L ∞ ( J ; L 2 -norm and L 2 ( J ; L 2 -norm for both the state and the control approximation.

First of all, we use the (L^{2}) norm for estimating the control approximation error on the boundary, and the (H^{1}) norm for the state and co-state approximation error on the domain.

Then we also obtain sharper a posteriori error estimates for the control approximation and error estimates in the (L^{2}) norm for the state and co-state on the boundary.