Titlebook: Domain Decomposition Methods in Science and Engineering XXVI; Susanne C. Brenner,Eric Chung,Jun Zou Conference proceedings 2022 The Editor

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Multiscale Model Reduction for a Class of Optimal Control Problems with Highly Oscillating CoefficieThis paper is concerned with the discretization of a class of elliptic optimal control problems with highly heterogeneous coefficients

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Several Ways to Achieve Robustness When Solving Wave Propagation ProblemsWhy do we need robust solution methods for wave propagation problems? Very often in applications, as for example in seismic inversion, we need to reconstruct the a priori unknown physical properties of an environment from given measurements.

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Quantitative Analysis of Nonlinear Multifidelity Optimization for Inverse ElectrophysiologyReliable cardiac excitation predictions depend not only on accurate geometric and physiological models, usually formulated as PDEs, and our ability to solve those faithfully, but also on the model’s correct parameterization.

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Adaptive Space-Time Finite Element and Isogeometric AnalysisThe traditional approaches to the numerical solution of initial-boundary value problems (IBVP) for parabolic or hyperbolic Partial Differential Equations (PDEs) are based on the separation of the discretization in time and space leading to timestepping methods;

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