Hamburg papers on
Geometric aspects of tree-width
- In absence of long chordless cycles, large tree-width becomes
a local phenomenon (D. Weißauer), JCTB 139 (2019), 342-352; PDF
- Algebraically grid-like graphs have large tree-width (D.
Weißauer), Electronic J. Comb. 26 (2019), #P1.15; PDF
- Bounding connected tree-width (M. Hamann & D. Weißauer),
SIAM Journal on Discrete Mathematics 30 (2016), 1391-1400; PDF
- Connected tree-width (R. Diestel & M. Müller),
Combinatorica 38 (2018), 381-398; PDF
Theses:
- On Tangles and Trees (D. Weißauer), PhD dissertation, Hamburg
2018; PDF
- Connected Tree-width and Infinite Gammoids (M. Müller), PhD
dissertation, Hamburg 2014; PDF