Utilizing Quantum Similarity for Mathematically Representing our Universe
Andrew Kamal · OSF Preprints (OSF Preprints) · 2018
Quantum Origin and many other important aspects of theoretical physics can go hand in hand with Quantum similarity and many of the unknown theories in regards to dark matter, the origin of time and the very laws that make up our universe. Utilizing many principles such as Classical Mechanics, Quantum Similarity, as well as the modern day brilliance of Edward Witten, Leonard Susskind, Halton Arp and the Heisenberg Uncertainty Principle, physics is unified. This is why we will look at some classic proofs such as Recession velocity, the Transverse Doppler effect, Quantum origin, and the mathematical nature of Quantum similarity. The classical free particle equation P = MV, and the constraint Γ = Z ~ (S,T), will be used in part of my paper. This paper will also include natural homomorphism ρ: AΓ→B(Hv) and object set reference constraints to describe their unity with the subject matter of Quantum Similarity. This will help propose scientific proofs for analyzing the mathematical or computational representation of our universe, its formation, and a stepping stone towards a unified theorem for explaining most of dark matter, energy, and the universe.