Independence Reinforce Number as an Optimization Tool

Abstract

Independent domination is having a chief contribution in theory of graphs. We can find its direct and indirect application in theory of matching, graphs colouring and trees. Computer applications developed by flow chart of this variant play an important role. Independence bondage number and Independence reinforcement number can be directly applied for the optimization. In this paper results regarding these two parameters have been discussed with illustrations for better understanding.  These results can be applied directly in the optimization for the applications like wireless communication, electrical network and social network theory. Programming to the mathematical modeling can lead easiest optimization for stake holders.