The complexity of 2-intersection graphs of 3-hypergraphs recognition for claw-free graphs and triangulated claw-free graphs
Claw
DOI:
10.1016/j.dam.2024.05.009
Publication Date:
2024-05-18T15:40:30Z
AUTHORS (3)
ABSTRACT
Given a 3-uniform hypergraph H, its 2-intersection graph G has as vertex set the hyperedges of H and ee′ is an edge whenever e e′ have exactly two common vertices in H. Di Marco et al. prove (2023) that deciding whether NP-complete. Following this result, we study class claw-free graphs. We show recognition problem remains NP-complete for class, but becomes polynomial if consider triangulated
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