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TU Dortmund
Faculty of Mathematics — Chair III of Applied Mathematics
Vogelpothsweg 87
44227 Dortmund
Germany
Phone: +49-(0)231-755-3076
Fax: +49-(0)231-755-5933
E-mail:

M. Sc. Dustin Ruda

M. Sc. Dustin Ruda
RoomM 1026
Telephone(0231) 755-3089
Telefax(0231) 755-5933
E-mail


Curriculum Vitae

2014 Abitur
2014-2018 Studium Mathematik, TU Dortmund, Abschluss B.Sc.
2018-2020 Studium Mathematik, TU Dortmund, Abschluss M.Sc.
seit 2020 Promotion

Papers

Authors Title / Event / Year Download

Journal Articles and Conference Proceedings

Ruda, D.; Turek, S.; Ribbrock, D.; Zajac, P. An extension of a very fast direct finite element Poisson solver on lower precision accelerator hardware towards semi-structured grids, ECCOMAS Congress 2022 - 8th European Congress on Computational Methods in Applied Sciences and Engineering, -, 5-–9 June 2022, Oslo, Norway, 2022 [BibTeX]
Ruda, D.; Turek, S.; Ribbrock, D.; Zajac, P. Very fast finite element Poisson solvers on lower precision accelerator hardware: A proof of concept study for Nvidia Tesla V100, International Journal of High Performance Computing Applications, https://doi.org/10.1177/10943420221084657, 2022 [BibTeX]
A Proof of Concept for Very Fast Finite Element Poisson Solvers on Accelerator Hardware, Ruda, D., Turek, S., Ribbrock, D., Zajac, P., Proceedings in Applied Mathematics and Mechanics - PAMM2021, Wiley-VCH, doi/10.1002/pamm.202100091, 2021 [BibTeX]
Turek, S.; Ruda, D.; Ribbrock, D.; Zajac, P. Eine Machbarkeitsstudie zu schnellen FEM-Poisson-Lösern auf Beschleunigerhardware als Beispiel für Hardware-orientierte Numerik, Rundbrief GAMM, 4-12, Rundbrief 1/2021, 2021 [BibTeX]
Ruda, D.; Turek, S.; Zajac, P.; Ribbrock, D. The Concept of Prehandling as Direct Preconditioning for Poisson-Like Problems, Vermolen, F., Vuik, C., Lecture Notes in Computational Science and Engineering, 139, 1011-1019, Numerical Mathematics and Advanced Applications Enumath 2019, Springer, 2020 [BibTeX]

Preprint

Ruda, D.; Turek, S.; Ribbrock, D. Fast Semi-Iterative Finite Element Poisson Solvers for Tensor Core GPUs Based on Prehandling, Ergebnisberichte des Instituts für Angewandte Mathematik Nummer 671, Fakultät für Mathematik, TU Dortmund, 671, 2024 [BibTeX] [PDF]
Ruda, D.; Turek, S.; Ribbrock, D.; Zajac, P. An extension of a very fast direct finite element Poisson solver on lower precision accelerator hardware towards semi-structured grids, Ergebnisberichte des Instituts für Angewandte Mathematik Nummer 654, Fakultät für Mathematik, TU Dortmund, 654, 2022 [BibTeX] [PDF]

Master Thesis

Ruda, D. Numerische Studien zur Vorbehandlung (prehandling) von Poisson-artigen Problemen durch die Hierarchische Finite Elemente Methode, 2020 [BibTeX]

Talks

Authors Title / Event / Year Download
Ruda, D.; Turek, S.; Ribbrock, D. Fast semi-iterative finite element Poisson solvers for Tensor Core GPUs, ECCOMAS CONGRESS 2024, Juni 2024, Lissabon, Portugal [BibTeX] [PDF]
Ruda, D.; Turek, S.; Ribbrock, D.; Zajac, P. Fast semi-iterative finite element Poisson solvers for Tensor Core GPUs, Enumath 2023, September 2023, Portugal, Lissabon, 04. - 08. September 2023 [BibTeX] [PDF]
Ruda, D.; Turek, S.; Ribbrock, D.; Zajac, P. Fast semi-iterative finite element Poisson solvers for Tensor Core GPUs, GAMM 2023, Juni 2023, GAMM Annual Meeting 2023, 30.05. - 02.06.2023, Dresden [BibTeX] [PDF]
Ruda, D.; Turek, S.; Ribbrock, D.; Zajac, P. Very Fast FEM Poisson Solvers on Lower Precision Accelerator Hardware, Eccomas 2022, Juni 2022 [BibTeX] [PDF]