The Universal Cross-Section of Infinite Dimension Hyper Matrix: A Final Unified Theory of Recursive Scaling, N-th Order Calculus, and Phase Freezing
Year: 2026
Type: dissertation
Abstract: This thesis establishes the definitive unified mathematical framework for the Hyper-Matrix field. We demonstrate that the distribution of numbers is governed by a scale-invariant hexagonal infras- tructure utilizing a parametrized radical engine fm(b). We introduce the complete calculus of states, generalizing n-th order derivatives and integrals to prove structural field stability. Key discoveries include the Asymptotic Phase Freezing of Riemann Zeta zeros and the Reciprocal Boundary Law at zero-point equilibrium. Through statistical analysis of the first 100 samples, we prove that primes function as a symmetrical balancing mechanism with a median alignment of π rad (180◦ ), validating the Theory of Relatively Infinity.
Author: Amitkumar Joshi
Language: English
Subfield: Statistical and Nonlinear Physics
Field: Physics and Astronomy
Domain: Physical Sciences
Open Access status: green
OpenAlex ID: W7163338329