One of the main outputs of the research conducted within DyCon is the development of new computational methods and tools (**algorithms, tutorials, sample codes, software and simulations**), all of which are being integrated in a computational platform. This page offers a higher layer of the work that is currently taking place inside the DyCon team.

All of the content has been classified according to the project’s corresponding working packages:

WP1: Control of parameter dependent problems (PDC)

**Averaged Control** Numerical study of the averaged control with the steepest descent and conjugate gradient methods

**Wavecontrol** A Matlab guide for the numerical approximation of the exact control and stabilization of the wave equation

**Greedy Control** Control of a parameter dependent system in a robust manner

WP2: Long time horizon control and the turnpike property (LTHC)

WP3: Control under constraints (CC)

WP4: Inverse design and control in the presence of singularities (SINV)

WP5: Models involving memory terms and hybrid PDE+ODE systems (MHM)

WP6: From finite to infinite-dimensional models (FI)

**Kolmogorov equation** Various numerical approximation methods are discussed with the aim of recoving the large time asymptotic properties of the hypoelliptic Kolmogorov model

Other topics