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    On The Packing k-Coloring of Edge Corona Product

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    F. KIP_Jurnal_Arika Indah K_On The Packing k-Coloring of Edge Corona Product.pdf (286.3Kb)
    Date
    2019-12-01
    Author
    JOEDO, Jean Claudia
    KRISTIANA, Arika Indah
    DAFIK, Dafik
    ALFARISI, Ridho
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    Abstract
    All graph in this paper is connected and simple graph. Let du,v be a distance between any vertex u and v in graph G  V,E . A function c :VG1, 2,, k is called a packing k-coloring if every two vertices of color i are at least distance i 1. G  p or packing chromatic number of graph G is the smallest integer of k which has packing coloring. In this paper, we will study about packing k-coloring of graphs and determine their packing chromatic number. We have found the exact values of the packing coloring of edge corona product
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    http://repository.unej.ac.id/handle/123456789/99368
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    • LSP-Jurnal Ilmiah Dosen [7403]

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