Pages that link to "Item:Q5955212"

The following pages link to Totally odd \(K_4\)-subdivisions in 4-chromatic graphs (Q5955212):

Displaying 15 items.

• Bonds with parity constraints (Q414634) (← links)
• On a theorem of Sewell and Trotter (Q1003593) (← links)
• Odd-\(K_{4}\)'s in stability critical graphs (Q1045088) (← links)
• Proof of Toft's conjecture: Every graph containing no fully odd \(K_4\) is 3-colorable (Q1273432) (← links)
• Acyclic subgraphs with high chromatic number (Q1621059) (← links)
• 4-chromatic graphs with large odd girth (Q1842185) (← links)
• Every orientation of a 4-chromatic graph has a non-bipartite acyclic subgraph (Q2073290) (← links)
• Fixed-parameter tractability for subset feedback set problems with parity constraints (Q2344735) (← links)
• Counting \(K_4\)-subdivisions (Q2515581) (← links)
• Crumby colorings -- red-blue vertex partition of subcubic graphs regarding a conjecture of Thomassen (Q2685314) (← links)
• \(K_4\)-free and \(\overline{C_6}\)-free planar matching covered graphs (Q2811192) (← links)
• Hadwiger’s Conjecture (Q2827298) (← links)
• Nonseparating <i>K</i>₄‐subdivisions in graphs of minimum degree at least 4 (Q4553735) (← links)
• Subdivisions with congruence constraints in digraphs of large chromatic number (Q6183432) (← links)
• Tight bounds for divisible subdivisions (Q6187340) (← links)