Tomáš Peitl
Address:
Tomáš Peitl
Technische Universität Wien
Institute of Logic and Computation
Favoritenstraße 9–11, E192-01
1040 Wien
Austria
| Room: | HB0418 |
| Phone: | +43(1)58801–192128 |
| Email: | peitl@ac.tuwien.ac.at |
| Web: | http://www.ac.tuwien.ac.at/people/peitl/ |

Research Interests
- QBF, DQBF, SAT, Proof Complexity, Complexity Theory, Graph Theory
- Anything: theory, solver development, or applications.
Current and previous positions
- Since Sep 2023 I'm a University assistant and I additionally teach Algorithms and Data Structures, Algorithmics, Algorithmic Encoding Techniques, and Seminar in Theoretical Computer Science Algorithms. Until 2025 I taught Structural Decompositions and Aglorithms
- Between Nov 2021-Aug 23 I was a postdoc in the AC group, funded by the return phase of my FWF Erwin Schrödinger Fellowship and other FWF grants.
- Between Nov 2019 and Oct 2021 I was a postdoc in the group of Olaf Beyersdorff at Friedrich Schiller University in Jena, Germany, funded by an FWF Erwin Schrödinger Fellowship.
- Until October 2019 I was a PhD student funded by the FWF project P27721 and partially by Doctoral College Logical Methods in Computer Science, and I was also a project assistant in the Algorithms and Complexity Group. I started my PhD studies in September 2015 under the supervision of Prof. Dr. Stefan Szeider, and I succesfully defended my thesis on October 14th 2019.
Education
- 2015-2019 PhD in Computer Science (TU Wien, PhD thesis; with a research stay with Holger Hoos at the University of British Columbia, Vancouver, Canada)
- 2013-2015 master's in Mathematics (Comenius University, Bratislava Slovakia, with an Erasmus stay at the University of Primorska, Koper, Slovenia)
- 2010-2013 bachelor's in Mathematics (Comenius University, Bratislava, Slovakia)
Software
- The isomorph-free constrained graph-generation package SAT Modulo Symmetries
- QBF solver Qute ,which implements QCDCL with dependency learning and the reflexive resolution-path dependency scheme Drrs.
short.py, a SAT-based tool to compute shortest proofs of minimally unsatisfiable formulas.- The long-distance Q-resolution strategy extractor
qrp2rupwill be available soon. Please send me an email if you're interested in using it before it's properly published.
Publications
See also my DBLP, Google Scholar, and ORCID.
31 results