• شماره ركورد كنفرانس
    3751
  • عنوان مقاله

    Reformulated F-index of graph operations

  • پديدآورندگان

    Aram Hamideh hamideh.aram@gmail.com Department of Mathematics Gareziaeddin Center,Khoy Branch,Islamic Azad University, Khoy, Iran

  • تعداد صفحه
    6
  • كليدواژه
    first general Zagreb index , reformulated first general Zagreb index , F , index , reformulated F , index.
  • سال انتشار
    1396
  • عنوان كنفرانس
    دومين كنفرانس ملي رياضي: مهندسي پيشرفته با تكنيك هاي رياضي
  • زبان مدرك
    انگليسي
  • چكيده فارسي
    The first general Zagreb index is defined as M_1^λ(G) =∑_(v∈V(G))▒〖d_G (v)〗^λ . The case λ=3, is called F-index. Similarly, reformulated first general Zagreb index is defined in terms of edge-degrees as 〖EM〗_1^λ(G) =∑_(e∈E(G))▒〖d_G (e)〗^λ and the reformulated F-index is RF(G) ==∑_(e∈E(G))▒〖d_G (e)〗^3 . In this paper, we compute the reformulated F-index for some graph operations.
  • كشور
    ايران