| Research Area | Topic | Professor | Description | Deadline |
| Applied and computational mathematics | Self-adapting numerical methods for high-throughput DFT simulations | Prof. Michael Herbst | Thousands of systematic density functional theory (DFT) simulations are nowadays employed to discover novel materials. In this project you will develop numerical techniques, which overcome current restrictions in terms of efficiency and robustness. For more details see https://matmat.org/jobs/ | December 15, 2023 |
| Research Area | Topic | Professor | Description | Deadline |
| Applied and computational mathematics | Randomized linear algebra for data analysis and complex simulations | Prof. Laura Grigori | In the context of the ERC Synergy project EMC2, the focus of this PhD will be on using randomization techniques for solving large scale linear algebra problems arising in data analysis and complex simulations. More information here. | December 15, 2023 |