Topological Indices of Transformation Graphs of a Compliment Graph: A Recent Study

Because of the importance of topological indices in chemical graph theory, mathematical and computational chemistry involving the computation of topological indices is a hot research subject. In chemical graph theory, topological index is used to estimate bioactivity of molecular graphs of chemical compounds. As a result, we get an expression for the Randic index and the sum-connectivity index of complement graph Transformation graphs. We also apply the same principle to normal graphs.

Author (s) Details

Dr. Chandrakala Sogenahalli Boraiah
Department of Mathematics, Nitte Meenakshi Institute of Technology, Bengaluru-560 064, India.

Roshini Gujar Ravichandra
Department of Mathematics, Nitte Meenakshi Institute of Technology, Bengaluru-560 064, India.

Dr. Sooryanarayana Badekara
Department of Mathematics, Dr. Ambedkar Institute of Technology, Bengaluru-560 056, India.

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