Introduction to fractal geometry and chaos theory

As mathematics started to advance a new theory emerged which was known as chaos theory , before it's emergence non linear dynamics like weather prediction , economy and stock price growth study , growth of cotton price , evolution of a population etc was very hard to analyse , as chaos theory found a new way of applying geometry to this non linear dynamics , it was possible to detect these growths and process efficiently

According to this theory even any random process has a pattern associated with it,by applying geometry to find the evolution of any random system it becomes easy to understand the progression and growth of it to some extent .

The application of this chaos theory has made a significant impact on many fields from macro to micro

Even Dna mutations are non linear dynamics which can be associated with chaos .

A natural process : formation of snow , formation of leaves ,formation of borders of land follow a geometry known as fractal . This type of geometry going patterns which repeats after itself , it can be imagined as an infinite length in a finite area.