INHALTE
M. Sc. Thomas Schweser
Publications
Preprints
- Point partition numbers: decomposable and indecomposable critical graphs, with J. von Postel and M. Stiebitz,arXiv:1912.12654
- Generalized DP-Colorings of Graphs, with S. Kostochka and M. Stiebitz, arXiv:1908.00282
- Vertex partition of hypergraphs and maximum degenerate subhypergraphs, with M. Stiebitz, arxiv:1807.02308
- Coloring hypergraphs of low connectivity, with M. Stiebitz and B. Toft, arxiv:1806.08567
- Partitions of hypergraphs under variable degeneracy constraints, with M. Stiebitz, arxiv:1804.04894
2020
- Hajos and Ore constructions for digraphs, with J. Bang-Jensen, T. Bellitto and M. Stiebitz, accepted for publication in The Electronic Journal of Combinatorics
2019
- On DP-Coloring of Digraphs, with J. Bang-Jensen, T. Bellitto and M. Stiebitz, Journal of Graph Theory, DOI: 10.1002/jgt.22535
- DP-Degree Colorable Hypergraphs, Theoretical Computer Science, DOI:10.1016/j.tcs.2019.09.010
2018
- Generalized Hypergraph Coloring, Discuss. Math. Graph Theory,
DOI: 10.7151/dmgt.2168 - Partitions of multigraphs under degree constraints, with M. Stiebitz, Discr. Appl. Math.,
DOI: 10.1016/j.dam.2018.10.016
2017
- Degree choosable signed graphs, with M. Stiebitz, Discr. Math. 340 882-891
Theses
- Graph Partitions, Masterarbeit (2017)
- Zur listenchromatischen Zahl signierter Graphen, Bachelorarbeit (2015)
Teaching
WS 19/20
- Mathematik 1 für Ingenieure
SS 19
WS 18/19
WS 17/18
- Mathematik 1 für Ingenieure
SS 17
- Graphentheorie I
WS 16/17
- Graphen und Algorithmen
Kontakt
Büro: Weimarer Straße 25, Raum 216
Postanschrift: TU Ilmenau
Fakultät für Mathematik und Naturwissenschaften
Postfach 100565
D-98684 Ilmenau, Germany
Email: thomas.schweser@tu-ilmenau.de