Bounds On Fuzzy Dominator Chromatic Number of Fuzzy Soft Bipartite Graphs

An FSG GS(T,V) fuzzy’s soft dominator colouring (FSDC) is a suitable Fuzzy Soft Colouring (FSC) where every node of a colour group is dominated by a vertex of GS(T,V). In the current work, we characterize the sharp bounds for the Fuzzy Dominator Chromatic Number (FDCN) of fuzzy soft bipartite graphs...

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Bibliographic Details
Published in:Ratio Mathematica
Main Authors: Jahir Hussain R, Afya Farhana M
Format: Article
Language:English
Published: Accademia Piceno Aprutina dei Velati 2023-03-01
Subjects:
fuzzy soft bipartite graph, fuzzy dominator chromatic number, fuzzy soft path, fuzzy soft cycle, strong arcs.
Online Access:http://eiris.it/ojs/index.php/ratiomathematica/article/view/1063
Description
Summary:An FSG GS(T,V) fuzzy’s soft dominator colouring (FSDC) is a suitable Fuzzy Soft Colouring (FSC) where every node of a colour group is dominated by a vertex of GS(T,V). In the current work, we characterize the sharp bounds for the Fuzzy Dominator Chromatic Number (FDCN) of fuzzy soft bipartite graphs and we present limits on the FDCN of fuzzy soft bipartite graph in terms of the γe(GS(T; V )). Furthermore, we classify fuzzy soft bipartite graphs into three classes based on FDCN
ISSN:1592-7415
2282-8214

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