** | Download Code** related to Wavecontrol.

**Developed by C. Castro, M. Cea, S. Micu, A. Munch, M. Negreanu, Enrique Zuazua**.

#### IpOpt/AMPL

- IpOpt project: https://projects.coin-or.org/Ipopt
- AMPL project: http://ampl.com/products/ampl/
- NEOS solvers: https://neos-server.org/neos/solvers/

#### Freefem++

- FreeFem++ project: http://www.freefem.org

#### MATLAB

- MATHWORKS: https://mathworks.com

#### Greedy algorithm for Parametric Vlasov-Fokker-Planck System MATLAB code

** | Download Code** related to the Greedy algorithm for Parametric Vlasov-Fokker-Planck System.

**Developed by Yuhua Zhu & Enrique Zuazua**.

#### Wavecontrol

Manual PDF | Download Code… | A Matlab guide for the numerical approximation of the exact control and stabilization of the wave equation This webpage contains a free software to compute the control of the wave equation with Matlab. Features With wave control you can explore the following: Exact control of the 1-d wave…

#### Greedy algorithm for Parametric Vlasov-Fokker-Planck System

PDF version… | Download Code… | 1. Numerical experiments Consider the one dimensional linear Vlasov-Fokker-Planck (VPFP) as following. (1) In the numerical experiments, we compare the results from the greedy algorithm with the results from the polynomial interpolation of the quadrature points. we set for all examples. More specifically, we set is the approximation…

#### Kolmogorov Equation Freefem++ code

** | Download Code** related to the Kolmogorov Equation problem.

**Developed by Mehmet Ersoy & Enrique Zuazua**.

#### Solving an optimal control problem arised in ecology with AMPL

PDF version… Introduction We are interested in optimal control problems subject to a class of diffusion-reaction systems that describes the growth and spread of an introduced population of organisms (1) where (2) is the reaction term that represents local reactions, and is the state of the system. Here and are two real parameters.…

#### Kolmogorov equation

PDF version… | Download Code… | 1 Introduction We are interested in the numerical discretization of the Kolmogorov equation [12] (1) where is a diffusive function and a potential function. This is one example of degenerate advection-diffusion equations which have the property of hypo-ellipticity (see for instance, [6, 13, 14]), ensuring the regularity of solutions for…