Eldorado: Institut für Angewandte Mathematik

Institut für Angewandte Mathematik : [101]

An adaptive time stepping scheme for rate-independent systems with non-convex energy See

Mathematical Modeling of Coolant Flow in Drilling Processes with Temperature Coupling See

Numerical studies of a multigrid version of the parareal algorithm See

L𝛼-Regularization of the Beckmann Problem See

Optimal control of non-convex rate-independent systems via vanishing viscosity – The finite dimensional case See

Very Fast Finite Element Poisson Solvers on Lower Precision Accelerator Hardware - A “Proof-of-Concept” Study for NVIDIA Tesla V100 See

DoD Stabilization for non-linear hyperbolic conservation laws on cut cell meshes in one dimension See

A Proof of Concept for Very Fast Finite Element Poisson Solvers on Accelerator Hardware See

An Adaptive Discrete Newton Method for Regularization-Free Bingham Model See

Monolithic Newton-Multigrid Solver for Multiphase Flow Problems with Surface Tension See

Finite element methods for the simulation of thixotropic flow problems See

Monolithic Newton-multigrid FEM for the simulation of thixotropic flow problems See

Convergence Analysis of a Local Stationarity Scheme for Rate-Independent Systems and Application to Damage See

Fourier analysis of a time-simultaneous two-grid algorithm for the one-dimensional heat equation See

Commutative properties for conservative space-time DG discretizations of optimal control problems involving the viscous Burgers equation See

Numerical simulation techniques for the efficient and accurate treatment of local fluidic transport processes together with chemical reactions See

Newton-multigrid FEM solver for the simulation of Quasi-Newtonian modeling of thixotropic flows See

Eine Machbarkeitsstudie zu schnellen FEM-Poisson-Lösern auf Beschleunigerhardware als Beispiel für Hardware-orientierte Numerik See

Increased space-parallelism via time-simultaneous Newton-multigrid methods for nonstationary nonlinear PDE problems See

Analysis and numerical treatment of bulk-surface reaction-diﬀusion models of Gierer-Meinhardt type See

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