MathDBWord-representability conjecture for 5-regular circulant graphs
Word-representability conjecture for 5-regular circulant graphs
From papers
Let be a 5-regular circulant graph.
Word-representability conjecture. Every 5-regular circulant graph is word-representable.
The paper establishes word-representability for certain subclasses of 5-regular circulant graphs and poses this conjecture as a broader goal for future work.
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Sources & referencesView supporting material
Primary source
Suchanda Roy and Ramesh Hariharasubramanian, “On the Word-Representability of 5-Regular Circulant Graphs”, arXiv:2512.05480 (2025).
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