Globalization: A Mathematical Biology & Topology Transformation

“The secrets of Globalization lie in Mathematics†is what this Paper really targets.

Mathematicians like Abraham Robinson solved in 1960 the three hundred year old problem of infinitesimals in the belief that infinitesimals did not exist and should be avoided.

Infinitesimals have been used to express the idea of objects so small that there is no way to see them or to measure them. The insight with exploiting infinitesimals was that objects could still retain certain specific properties . even though these objects were quantitatively small. Infinitesimals are a basic building blocks just like use of the term global with an accompanying  process of globalization  isomorphic to an interesting degree with the evolution of the embryo at that critical early stage of an infinitesimal . Transformation and massive reorganization of the embryo from a simple spherical infinitesimal ball  into a multi- development of  human civilization  are concomitant with an embryo .

 Globalization might then be better  understood as an  evolution beyond  spheroidal  globality with the help of  Topology in Mathematics  and  the ever-green  mathematical  biology  from  mathematician’s perspective engrossed in making  resolutions and applications  to real-life worldly tensions and  comforts  falling in the category of  a standard  which  is more of  social   globalization  and lesser scientific globalization. This Paper will certainly tilt the scales in favour of scientific globalization not letting those unaware of  the secrets of  globalization .