Numerical Control: Part B

1. Optimal design problems through the homogenization method<br>Juan Casado-Díaz, Manuel Luna-Laynez, and Faustino Maestre<br>2. Structure-preserving numerical schemes for Hamiltonian dynamics<br>Philippe Chartier and Erwan Faou<br>3. Relaxation methods for optimal switching control of PDE-dynamical systems<br>Falk M. Hante<br>4. Feedback control of time-dependent nonlinear PDEs with applications in fluid dynamics<br>Peter Benner and Michael Hinze<br>5. Computation of invariant sets for complex systems<br>Benoît Legat and Raphaël M. Jungers<br>6. Nonlocal balance laws – an overview over recent results<br>Alexander Keimer and Lukas Pflug<br>7. Nonoverlapping domain decomposition and virtual controls for optimal control problems of p-type on metric graphs<br>Günter Leugering<br>8. Filtration techniques for the uniform controllability of semidiscrete hyperbolic equations<br>Sorin Micu and Ionel Roventa<br>9. Discrete-time formulations as time discretization strategies in data assimilation<br>Philippe Moireau<br>10. Approximation of exact controls for semilinear wave and heat equations through space-time methods<br>Arnaud Münch<br>11. Computational approaches for extremal geometric eigenvalue problems<br>Chiu-Yen Kao, Braxton Osting, and Edouard Oudet<br>12. Unbalanced Optimal Transport, from theory to numerics<br>Thibault Séjourné, Gabriel Peyré, and François-Xavier Vialard<br>13. Numerics and control of conservation laws<br>Michael Herty and Stefan Ulbrich<br>14. Extensions of ADMM for separable convex optimization problems with linear equality or inequality constraints<br>Bingsheng He, Shengjie Xu, and Xiaoming Yuan<br>15. An algorithmic guide for finite-dimensional optimal control problems<br>Jean-Baptiste Caillau, Roberto Ferretti, Emmanuel Trélat, and Hasnaa Zidani<br>