Malte Braack
Christian-Albrechts-Universität zu Kiel
H-index: 26
Europe-Germany
Top articles of Malte Braack
Title | Journal | Author(s) | Publication Date |
|---|---|---|---|
Predicting Global Seafloor Organic Carbon Burial Rates: A Deep Learning Approach with Uncertainty Quantification | Naveenkumar Parameswaran Ewa Burwicz-Galerne Everardo Gonzalez Klaus Wallmann David Greenberg | 2024/3/7 | |
Semi-supervised feature-based learning for prediction of Mass Accumulation Rate of sediments | EGU General Assembly Conference Abstracts | Naveenkumar Parameswaran Everardo Gonzalez Ewa Burwicz-Galerne David Greenberg Klaus Wallmann | 2023/5 |
Rosenbrock–Wanner and W-methods for the Navier–Stokes equations | Computer Methods in Applied Mechanics and Engineering | Leon Schramm Utku Kaya Malte Braack | 2023/2/1 |
Pure strategy Nash equilibria for bargaining models of collective choice | International Journal of Game Theory | Malte Braack Christian Henning Johannes Ziesmer | 2023/11/27 |
Solutions to nonlinear and nonmonotone operator equations in Banach spaces | arXiv preprint arXiv:2305.16783 | Roland Becker Malte Braack | 2023/5/26 |
Stabilizing the convection–diffusion–reaction equation via local problems | Computer Methods in Applied Mechanics and Engineering | Utku Kaya Malte Braack | 2022/8/1 |
Equal-order finite element approximation for mantle-melt transport | Journal of Applied Mathematics and Computing | Malte Braack Kamel Nafa Simon Taylor | 2021/2 |
Sino–German Computational and Applied Mathematics | Malte Braack Dietmar Gallistl Jun Hu Guido Kanschat Xuejun Xu | 2021/7/1 | |
Local pressure‐correction for the Navier‐Stokes equations | International Journal for Numerical Methods in Fluids | Utku Kaya Roland Becker Malte Braack | 2021/4 |
An adaptive moving finite element method for steady low Mach number compressible combustion problems | Zhen Sun Malte Braack Jens Lang | 2020/9 | |
Local pressure correction for the Stokes system | Journal of Computational Mathematics | Malte Braack Utku Kaya | 2020/1/15 |
Equal-Order Stabilized Finite Element Approximation of the p-Stokes Equations on Anisotropic Cartesian Meshes | Computational Methods in Applied Mathematics | Josefin Ahlkrona Malte Braack | 2020/1/1 |
