PHILOSOPHERS' STONE.PART 84

He opines unless we can clearly perceive a thing,that we cannot accept them as being true.This requires breaking down compound problem into compound pieces,broken in diverse single factors as many as possible.This allows us to form logical conclusion.It could have been similar to Galileo's concept of measuring the immeasuring but certainly Descartes believed philosophy should move from simple to complex and consequently,one can construct a new insight.To reach such philosophical conclusion requires constant calculation,enumeration and deep discretion.He was a mathematician,father of analytical geometry and a great contributor to algebra science.He was fond of using mathematical method for philosophical conclusion and often set to prove philosophical truths with mathematical theorems or in comparison.Like Plato and Galileo,he shared such affinity that mathematical and numerical ratio give us concretes and more certainty than the stark evidences that our mortal senses bestow.To reach certainty about the nature