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- W2393861388 abstract "It used the symbol Pmto denote a path with n vertices and Cmto denote a cycle with n vertices.In addition,G was a connective graph with r vertices and let be an odd number,then these were denoted by ρ G(i) m+2-1(m+1)r.The graph consisting of Pmand 2-1(m+1)Gby coinciding m vertices were markedoddwith the vertex Viof every component of Pmand 2-1(m+1)G,respectively.By applying the properties of adjoint polynomials,we gave the adjoint polynomials of a kind of graphsρ G(i)(2 m+2)+((m+1)r,Let m=2t-1 q-1andλn=(2nq-1)+2n-1 qr,which was based on the several adjoint polynomials of graphs discussed above.It also proved the factorizations Theorem of adjoint polynomials of graphsρ G(i) λtandρ G(i) λt∪(t-1)K1.Furthermore, the chromatically equivalent graphs of their complements were therefore verified." @default.
- W2393861388 created "2016-06-24" @default.
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- W2393861388 date "2014-01-01" @default.
- W2393861388 modified "2023-09-26" @default.
- W2393861388 title "Adjoint factorizations of some graphs and chromatically equivalence of their complements" @default.
- W2393861388 hasPublicationYear "2014" @default.
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