2021•Journal of Physics Conference SeriesOpen access

On Locating Chromatic Number of H = Pm ∪ Wn

A. Anti, Des Welyyanti, Mohammed El Azhari

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Abstract

Abstract A married of vertex coloring partition and dimension of graph, became a definition of locating chromatic number of graph. That draught only can apply for connected graph. Because that, Welyyanti et al. expand concept of the locating chromatic number for disconnected graph. For this paper, the locating-chromatic number of disconnected graph contains one path and wheel graph as its components, is determined.

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Abstract A married of vertex coloring partition and dimension of graph, became a definition of locating chromatic number of graph. That draught only can apply for connected graph. Because that, Welyyanti et al. expand concept of the locating chromatic number for disconnected graph. For this paper, the locating-chromatic number of disconnected graph contains one path and wheel graph as its components, is determined.

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Available abstract

Abstract A married of vertex coloring partition and dimension of graph, became a definition of locating chromatic number of graph. That draught only can apply for connected graph. Because that, Welyyanti et al. expand concept of the locating chromatic number for disconnected graph. For this paper, the locating-chromatic number of disconnected graph contains one path and wheel graph as its components, is determined.

Key concepts: Windmill graph, Combinatorics, Chromatic scale, Friendship graph, Wheel graph, Graph, Mathematics, Butterfly graph

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