Compliment of the Power set as elements in Pigeon Hole Principle is an Isolation of this principle

Abstract

This paper tries to deals with the Non- universalized acceptance of Pigeon Hole Principle in   dealing with all aspects of computation and their explanation in the domain of a finite set. The compliment of a Universal set is always a null set and null set is the subset of all the set, if a finite set of numbers be taken for the Demonstration of Pigeon Hole Principle and this set be supposed as the Universal set in context to the set formed by the number filled in the blank holes is a unknown fact. Calculating the power set of  the finite set taken here also does not have entry place as power set of a set having n elements has  2ⁿ    elements.