Graph coloring is one of the issues that has been most noticed among combinatorial optimization issues. Many useful utility issues can be modeled as graph coloring issues. The general form of this application is to form a graph with nodes representing our favorite parts More
Graph coloring is one of the issues that has been most noticed among combinatorial optimization issues. Many useful utility issues can be modeled as graph coloring issues. The general form of this application is to form a graph with nodes representing our favorite parts. The main problem of coloring the graph is the grouping of vertex graphs in small groups, so that no two heterogeneous vertices are in the same group. An important part of the application of graph coloring problem in management science is. The concept of traffic lights includes controlling the system of a traffic light so that a safe level of safety can be obtained. Modeling the problem of traffic lights has been proposed as a problem of assignment in combinatorial theory. This problem is also modeled as a graph coloring problem. In this paper, we have tried to model these problems in practical examples as the problem of staining the fuzzy graph and compare them with the proposed methods.
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