Topological numbers of fuzzy soft graphs and their application (Q6544566)

This work gives a good review of soft graphs as it provides a parametrized perspective on graphs. The authors explore unknown areas of fuzzy soft graphs. They introduce certain families of graphs known earlier in the fuzzy environment and calculate an important parameter called the degree of its vertices. They give an algorithm to compute the second and third Sombor numbers in both fuzzy and fuzzy soft environments. They observe that generalized classes of graphs are very complex to compute the topological numbers and require very complex modeling and time as well.