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Salomon, A. Wongkaew and A. Nobile, and R. Gonzalez Andrade and A. Antonietti, A. Control Optim. Troch, F. Breitenecker, eds. Butt and A. Borzi, Multigrid solution of a Lavrentiev-regularized state-constrained parabolic control problem, Numerical Mathematics: Theory, Methods and Applications, 5 , Schulz, C. Schillings, and G.

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Grossauer, and O. Journal of Computer Vision, 64 , Griesse, Experiences with a space-time multigrid method for the optimal control of a chemical turbulence model , Int. Kunisch, A multigrid scheme for elliptic constrained optimal control problems , Computational Optimization and Applications, 31 , Math, , Bartsch and A. Stadler, and U. Hohenester, Optimal quantum control in nanostructures: Theory and application to a generic three-level system , Phys.

A 66, Propst and A. Klonowski Ed. Kunisch, and Do Y. Control Opt.

A V-cycle Multigrid for multilevel matrix algebras: proof of optimality

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Numerical Simulation and Optimization in Natural Sciences and Engineering contributions, present work, and perspectives, Bonn, Germany. A multilevel approach to the fast control of evolutionary systems, Centre of Mathematics for Applications, University of Oslo. Multigrid schemes for distributed parameter estimation problems with applications to the Helmoholtz equation and the Bose-Einstein transport problem, ICES, University of Texas at Austin.

Multigrid and stochastic sparse-grid techniques for time-dependent control problems with random inputs, University Trier, Germany. Analisi e controllo di sistemi reazione-diffusione con termini cinetici che esibiscono cicli limite periodici, Universita' del Sannio, Benevento, Italy. Industrial mathematics at the University of Sannio, Workshop Simulation methods and products for automotive, aerodynamics and turbulence engineering, November 25, , Benevento, Italy.

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