Algebraic Approach to Computing Topological Indices

Algebraic Approach to Computing Topological Indices

Over the last few decades, many numerical graph invariants have been defined and studied which the root definition of many of them is their applications in the natural sciences and used for correlation analysis in their. The computing of the graph invariants is a counting process and in most cases, discovering and using of appropriate techniques and methods facilitates this process. It seems that one of the best and most appropriate methods is using of the concepts of the automorphism group action. In this article, we will review this approach.

Over the last few decades, many numerical graph invariants have been defined and studied which the root definition of many of them is their applications in the natural sciences and used for correlation analysis in their. The computing of the graph invariants is a counting process and in most cases, discovering and using of appropriate techniques and methods facilitates this process. It seems that one of the best and most appropriate methods is using of the concepts of the automorphism group action. In this article, we will review this approach.