Enrique Zuazua is the Director of the Chair of Computational Mathematics at DeustoTech Laboratory in the University of Deusto, Bilbao (Basque Country-Spain) where he leads the research team funded by the European Research Council Advanced Grant “DYCON; Dynamic Control”. He is also a Professor of the Department of Mathematics Universidad Autónoma de Madrid where he holds a Chair in Applied Mathematics since 2001. Author's contribution: Stochastic optimization for simultaneous control Simultaneous control of parameter-depending systems using stochastic optimization algorithms Authors: Ana Navarro, Umberto Biccari, Enrique Zuazua - 03 June 2020 Synchronized Oscillators Synchronization of coupled oscillators with the Random Batch Method Authors: Umberto Biccari, Enrique Zuazua - 03 June 2020 An eulerian-lagrangian scheme for the problem of the inverse design of hyperbolic transport equations The inverse design of hyperbolic transport equations can be addressed by using gradient-adjoint methodologies. Recently, Morales-Hernandez and Zuazua [1] investigated the convenience of using low order numerical schemes for the adjoint resolution in the gradient-adjoint method. They focused on hyperbolic transport scalar equations with an heterogeneous time-independent vector field. Authors: Alexandre Francisco, Umberto Biccari, Enrique Zuazua - 18 February 2020 Inverse design for the one-dimensional Burgers equation Our aim is to study an optimal control problem which consists in minimizing the difference between the predictions of the Burgers equation and the observations of the system at a final time in $L^2(\mathbb{R})$ norm. Authors: Liard Thibault, Enrique Zuazua - 12 December 2019 Optimal Control of the Poisson Equation with OpenFOAM In this tutorial, we show how to use the C++ library OpenFOAM (Open Field Operation and Manipulation) in order to solve control problems for partial differential equations (PDE). Authors: Victor Hernández, José Vicente, Enrique Zuazua - 01 May 2018 WKB expansion for a fractional Schrödinger equation with applications to controllability Theoretical and numerical analysis of the propagation of the solutions for a Schrödinger equation with fractional Laplacian, with application to the study of controllability properties. Authors: Umberto Biccari, Alejandro B. Aceves, Enrique Zuazua - 05 April 2018 Averaged Control In this work, we address the optimal control of parameter-dependent systems. Authors: Victor Hernández, José Vicente, Enrique Zuazua - 12 March 2018 Control of the semi-discrete 1D heat equation under nonnegative control constraint Using IpOpt to get the time-optimal nonnegative control of a semi-discrete 1D heat equation Authors: Jérôme Lohéac, Emmanuel Trélat, Enrique Zuazua - 05 March 2018 Wave Control A Matlab guide for the numerical approximation of the exact control and stabilization of the wave equation. Authors: Carlos Castro, Miguel Cea, Sorin Micu, Arnaud Diego Münch, Mihaela Negreanu, Enrique Zuazua - 21 December 2017 Solving an optimal control problem arisen in ecology with AMPL We present a computational tool to solve optimal control problems for diffusion-reaction systems describing the growth and spread of populations Authors: Jiamin Zhu, Enrique Zuazua - 05 December 2017 Greedy algorithm for Parametric Vlasov-Fokker-Planck System Short report about the greedy algorithm of linear Vlasov-Fokker-Planck equation, including 6 numerical experiments with figures, and corresponding matlab coding and the explanation of how to implement it. Authors: Yuhua Zhu, Enrique Zuazua - 28 November 2017 Optimal control applied to collective behaviour Guidance by repulsion model describing the behaviour of two agents, a driver and an evader Authors: Ramon Escobedo, Aitziber Ibáñez, Enrique Zuazua - 05 November 2017 Kolmogorov equation Various numerical approximation methods are discussed with the aim of recoving the large time asymptotic properties of the hypoelliptic Kolmogorov model Authors: Mehmet Ersoy, Enrique Zuazua - 05 November 2017 2D inverse design of linear transport equations on unstructured grids Various discrete adjoint methodologies are discussed for the inverse design of linear transport equations in 2 space dimensions Authors: Mario Morales, Enrique Zuazua - 05 November 2017 Greedy optimal control for elliptic problems and its application to turnpike problems Turnpike theory and greedy algorithms, applied to the steady-state elliptic control problem, are combined to obtain a greedy approximation of parabolic optimal control problems, independent of the initial data Authors: Victor Hernández, Martín Lazar, Enrique Zuazua - 01 November 2017 Turnpike property for functionals involving $L^1$−norm We want to study the following optimal control problem... Authors: Martín Lazar, Césare Molinari, Enrique Zuazua - 25 October 2017 IpOpt and AMPL use to solve time optimal control problems How to use IpOpt to solve time optimal control problems Authors: Jérôme Lohéac, Emmanuel Trélat, Enrique Zuazua - 05 August 2017 Conservation laws in the presence of shocks Tracking control of 1D scalar conservation laws in the presence of shocks Authors: Rodrigo Lecaros, Enrique Zuazua - 05 June 2017 Numerical aspects of LTHC of Burgers equation Numerical approximation of the inverse design problem for the Burgers equation Authors: Navid Allahverdi, Alejandro Pozo, Enrique Zuazua - 04 May 2017 Long time control and the Turnpike property The turnpike property improves the numerical methods used to solve optimal control problems Authors: Aitziber Ibáñez, Enrique Zuazua - 04 May 2017 Greedy Control Control of a parameter dependent system in a robust manner Authors: Martín Lazar, Enrique Zuazua - 01 March 2017