Combinatorics · Mathematics
There are finitely many $5$-vertex-critical $(P_6,\text{bull})$-free graphs
Yiao Ju, Jorik Jooken, Jan Goedgebeur, Shenwei Huang
2025-04-22
Discrete Mathematics · Computer Science
The coloring problem for $\{P_5,\bar{P_5}\}$-free graphs and $\{P_5,K_p-e\}$-free graphs is polynomial
D. S. Malyshev, O. O. Lobanova
2015-03-10
Combinatorics · Mathematics
Coloring graphs with no induced five-vertex path or gem
M. Chudnovsky, T. Karthick, P. Maceli, Frederic Maffray
2021-10-07
Data Structures and Algorithms · Computer Science
Deciding k-colourability of $P_5$-free graphs in polynomial time
Chính T. Hoàng, Marcin Kamiński, Vadim Lozin, J. Sawada +1
2016-08-14
Combinatorics · Mathematics
Approximately coloring graphs without long induced paths
Maria Chudnovsky, Oliver Schaudt, Sophie Spirkl, Maya Stein +1
2016-06-14
Discrete Mathematics · Computer Science
4-coloring $P_6$-free graphs with no induced 5-cycles
Maria Chudnovsky, Peter Maceli, Juraj Stacho, Mingxian Zhong
2014-07-10
Combinatorics · Mathematics
Maximum Weight Stable Set in ($P_7$, bull)-free graphs and ($S_{1,2,3}$, bull)-free graphs
Frédéric Maffray, Lucas Pastor
2017-05-23
Combinatorics · Mathematics
Colouring graphs with no induced six-vertex path or diamond
Jan Goedgebeur, Shenwei Huang, Yiao Ju, Owen Merkel
2021-06-17