Eldorado: Institut für Angewandte Mathematik

Institut für Angewandte Mathematik : [111]

Numerical study of the RBF-FD method for the Stokes equations See

Robust adaptive discrete Newton method for regularization-free Bingham model See

Finite Element approximation of data-driven problems in conductivity See

Efficient numerical solution of the Fokker-Planck equation using physics-conforming finite element methods See

Robust Monolithic Multigrid FEM Solver for Three Field Formulation of Incompressible Flow Problems See

Bilevel Optimization of the Kantorovich problem and its quadratic regularization Part:II Convergence Analysis See

FEM simulation of thixo-viscoplastic flow problems: Error analysis See

Bilevel optimization of the Kantorovich problem and it's quadratic regularization part I: existence results See

An extension of a very fast direct finite element Poisson solver on lower precision accelerator hardware towards semi-structured grids See

FEM simulations for thixo-viscoplastic flow problems: wellposedness results See

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

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