Pages that link to "Item:Q400359"

The following pages link to Independent sets in \(\{\text{claw}, K_4 \}\)-free 4-regular graphs (Q400359):

Displaying 12 items.

• Clique-transversal sets in 4-regular claw-free graphs (Q546333) (← links)
• Characterization and recognition of \(P_{4}\)-sparse graphs partitionable into \(k\) independent sets and \(\ell \) cliques (Q629355) (← links)
• Finding independent sets in \(K_4\)-free 4-regular connected graphs (Q1386480) (← links)
• The independence number of connected (claw, \(K_4\))-free 4-regular graphs (Q1949035) (← links)
• Paired-domination number of claw-free odd-regular graphs (Q2012885) (← links)
• Independent sets in \((P_4+P_4\),triangle)-free graphs (Q2053685) (← links)
• Graphs \(G\) in which \(G-N[v]\) has a prescribed property for each vertex \(v\) (Q2146735) (← links)
• A revision and extension of results on 4-regular, 4-connected, claw-free graphs (Q2275929) (← links)
• The clique-transversal number of a \(\{K_{1, 3}, K_4 \}\)-free 4-regular graph (Q2339429) (← links)
• On line graphs of subcubic triangle-free graphs (Q2400553) (← links)
• Graphs \(G\) where \(G-N[v]\) is a regular graph for each vertex \(v\) (Q6569097) (← links)
• Graphs \(G\) where \(G-N[v]\) is a tree for each vertex \(v\) (Q6581900) (← links)