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F-Index Bounds for Unicyclic Graphs by Anonymous CeAjBsSg47 is a document available to read on EtoBox.

What is F-Index Bounds for Unicyclic Graphs about?

The document is a research paper that investigates bounds on the F-index, which is a topological index, for unicyclic graphs with a fixed number of pendent vertices. It defines relevant terms like unicyclic graphs, topological indices, and the F-index. The main results proved in the paper are: (1) the existence of extremal graphs with minimum and maximum F-index in the class of unicyclic graphs with a fixed number of pendent vertices, and (2) lower and upper bounds of 4(2n + 3α) ≤ F(G) ≤ 8n + α(α + 2)(α + 3

Author

Anonymous CeAjBsSg47

Language

EN