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   Omega Polynomial in All R[8] Lattices  
نویسنده Diudea Mircea V.
منبع Iranian Journal Of Mathematical Chemistry - 2010 - دوره : 1 - شماره : 1 - صفحه:69 -77
چکیده    Omega polynomial is defined on opposite edge strips ops in a graph g = g(v,e). the first and second derivatives, in x = 1, of omega polynomial provide the cluj-ilmenau ci index. close formulas for calculating these topological descriptors in an infinite lattice consisting of all r[8] faces, related to the famous dyck graph, is given.
کلیدواژه Omega Polynomial; Dyck Graph; Lattice ,Map Operations.
آدرس “Babes-Bolyai” University, Faculty Of Chemistry And Chemical Engineering, Romania

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