Essay Abstract
Wigner could not give any explanation why Mathematical laws can describe the the laws of Physics so effectively. My essay justifies his conclusion but does not share it. General Relativity and Quantum Mechanics use very different mathematics and without unified theories both of Physics and of Mathematics where everything is explained starting from simple premises it is impossible to understand how the two fields mesh together so well. I believe however that we should pursue a reductionist theory in Physics and that at the tiniest scale the laws of Physics and Mathematics will be one and the same. Nature has its own logic and Mathematical intelligence is not confined to human beings. Brainless single-celled slime mold can solve mazes and replicate the railway network of Tokyo. The brain also evolved in close proximity to Nature interacting with the Universe at the molecular level. That is the reason why some (but by no means all) of our Mathematics developed by the human mind explains the forces of Nature so well. To demonstrate how such unification of Physics and Mathematics might occur at the tiniest scale, four mathematical aspects of my outline theory of everything Beautiful Universe are presented: Probability, 3D Geometry and Symmetry, Chirality and Discrete Calculus.
Author Bio
Vladimir F. Tamari is a Palestinian artist, inventor, type designer and physicist living in Japan since 1970. He studied at the American University of Beirut where he met and was inspired by Buckminster Fuller (around 1960). He invented and built 3D drawing instruments. In the 1980's he joined the Optical Society of America to keep up with the field and holds U.S. patents for inventions based on his Streamline Diffraction Theory to cancel diffraction in imaging instruments. His theory "Beautiful Universe: Towards Reconstructing Physics From New First Principles (2005)" is found on vladimirtamari.com