An extension of stanley`s symmetric acyclicity theorem to signed graphs

HIGHLIGHTS

  • What: Now the authors show that for any ω ∈ L(P ) and for any κ which preserves P, there exists α ∈ L(P ) such that κ is contained in K(α, ω).
  • Who: Oscar Coppolaa and colleagues from the (UNIVERSITY) have published the Article: An Extension of Stanley’s Symmetric Acyclicity Theorem to Signed Graphs, in the Journal: (JOURNAL)

SUMMARY

    A fundamental notion in the study of graphs is that of a proper coloring of a graph. The chromatic polynomial χG (λ) of a graph G, is a polynomial in λ whose value is the number of ways to . . .

     

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