Pages that link to "Item:Q2408791"

The following pages link to A comprehensive introduction to the theory of word-representable graphs (Q2408791):

Displaying 24 items.

• New results on word-representable graphs (Q344843) (← links)
• On graphs representable by pattern-avoiding words (Q1717191) (← links)
• Polygon-circle and word-representable graphs (Q1739939) (← links)
• Word-representability of split graphs (Q2073647) (← links)
• On the 12-representability of induced subgraphs of a grid graph (Q2118234) (← links)
• Word-representability of split graphs generated by morphisms (Q2127634) (← links)
• Representing split graphs by words (Q2158202) (← links)
• On semi-transitive orientability of Kneser graphs and their complements (Q2185911) (← links)
• Word-representability of Toeplitz graphs (Q2334044) (← links)
• On operations preserving semi-transitive orientability of graphs (Q2424730) (← links)
• Encoding labelled \(p\)-Riordan graphs by words and pattern-avoiding permutations (Q2657073) (← links)
• Solving computational problems in the theory of word-representable graphs (Q3120420) (← links)
• Word-Representable Graphs: a Survey (Q4558287) (← links)
• Word-Representability of Line Graphs (Q5350464) (← links)
• On representable graphs (Q5503439) (← links)
• Enumeration and extensions of word-representants (Q5896085) (← links)
• The history of the Gothenburg--Reykjavík--Strathclyde combinatorics group (Q6097068) (← links)
• An embedding technique in the study of word-representability of graphs (Q6153476) (← links)
• Minimum length word-representants of word-representable graphs (Q6180656) (← links)
• Minimum length word-representants of graph products (Q6611055) (← links)
• Forbidden pattern characterizations of 12-representable graphs defined by pattern-avoiding words (Q6611075) (← links)
• On semi-transitivity of (extended) Mycielski graphs (Q6633525) (← links)
• Word-representable graphs from a word's perspective (Q6634508) (← links)
• Computing shortest 12-representants of labeled graphs (Q6644892) (← links)