Convergence and the imaginary number
Paul T E Cusack · Open Access Journal of Mathematical and Theoretical Physics · 2018
The aim of this paper is to show that mathematics converges on one solution.At the heart of the issue is determining a value for "i" the imaginary number.We provide here a brief explanation of the derivation of the imaginary number.Our results relate 0, 1, π , base e , 2, 3, i , and the golden mean 1.618 -the key parameters of Applied Mathematics.We see that mathematics converges upon one solution which manifested in the physical universe.