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Graphs with Diameter and Eigenvalues by krishnamvandejagadgurum.2021 is a document available to read on EtoBox.

What is Graphs with Diameter and Eigenvalues about?

The document explores the relationship between the diameter of various graph types and the number of distinct eigenvalues, specifically focusing on the condition where the diameter equals one less than the number of distinct eigenvalues. It discusses path graphs, simple cycle graphs, complete graphs, complete bipartite graphs, and distance-regular graphs, providing examples and mathematical explanations for each. The conclusion confirms that the pattern d = k - 1 holds true for the mentioned graph types.

Author

krishnamvandejagadgurum.2021

Language

EN