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Chair of
				Computational Mathematics
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  • Work Packages
    • Control of parameter dependent problems (PDC)
    • Long time horizon control (LTHC)
    • Control under constraints (CC)
    • Inverse design and control in the presence of singularities (SINV)
    • Models involving memory terms & hybrid PDE+ODE systems (MHM)
    • From finite to infinite-dimensional models (FI)
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MATLAB code

Projects developed using MATLAB code

WKB expansion for a fractional Schrödinger equation with applications to controllability

Download Code related to the WKB expansion for a fractional Schrödinger equation with applications to controllability.
Developed by Umberto Biccari, Alejandro B. Aceves & Enrique Zuazua

Turnpike property for functionals involving L1−norm

Download Code related to the Turnpike property for functionals involving L1−norm.
Developed by Martin Lazar, Cesare Molinari & Enrique Zuazua

Finite element approximation of the 1-D fractional Poisson equation MATLAB code

Download Code related to the Finite element approximation of the 1-D fractional Poisson equation problem.
Developed by Umberto Biccari, Victor Hernández-Santamaría & Enrique Zuazua
.

Greedy optimal control for elliptic problems and its application to turnpike problems MATLAB code

Download Code related to the Greedy optimal control for elliptic problems and its application to turnpike problems problem.
Developed by Victor Hernández-Santamaría, Martin Lazar & Enrique Zuazua.

Averaged control MATLAB code

Download Code related to the Averaged control problem.
Developed by Víctor Hernández-Santamaría, José Vicente Lorenzo & Enrique Zuazua.

Wavecontrol MATLAB code

Download Code related to Wavecontrol.
Developed by C. Castro, M. Cea, S. Micu, A. Munch, M. Negreanu & Enrique Zuazua.

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.  

Greedy Control MATLAB code

Download Code related to the Greedy Control problem.
Developed by Martin Lazar & Enrique Zuazua.

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