In mathematics in addition to real and complex numbers there are higher dimensional numbers namely hypercomplex numbers i.e quaternion and octanion numbers, and no other valid numbering systems beyond that. The latter hypercomplex numbers are better at accurately model reality compared to the former real and complex numbers inherent limitations. As an example, electromagnetic waves unlike sound waves has polarization component that can be easily modeled using quaternion numbers compared to just using imaginary numbers. Yet for centuries until now scholars have been reluctant to use quaternion numbers and insisted on conventional imaginary numbers technique for Maxwell's Equations electromagnetic solutions popularized by Heaviside rather than the quaternion techniques being used by Maxwell himself! History is repeating itself as our current scholars are very much reluctant to use hypercomplex numbers, not unlike our predecessors who were reluctant in using imaginary numbers although the advantages of the higher dimensional numbers are plain obvious.