Principia Physica

TL;DR

Principia Physica presents a unified nonlocal geometric framework that explains quantum phenomena, unifies physics, and offers new predictions, all derived from a novel nonlocal calculus and differential equations.

Contribution

It introduces a comprehensive nonlocal geometric theory unifying quantum, classical, and relativistic physics with automatic field equations and new testable predictions.

Findings

Explains quantum phenomena like two-slit experiments and tunneling.

Refines light-bending estimates beyond relativity.

Predicts universe shape and no-gravitational-singularity theorem.

Abstract

A comprehensive physical theory explains all aspects of the physical universe, including quantum aspects, classical aspects, relativistic aspects, their relationships, and unification. The central nonlocality principle leads to a nonlocal geometry that explains entire quantum phenomenology, including two-slit experiment, Aspect-type experiments, quantum randomness, tunneling, etc. The infinitesimal aspect of this geometry is a usual (differential) geometry, various aspects of which are energy-momentum, spin-helicity, electric, color and flavor charges. Their interactions are governed by a mathematically automatic field equation - also a grand conservation principle. New predictions: a new particle property; bending-of-light estimates refined over relativity's; shape of the universe; a no-gravitational-singularity theorem, etc. Nonlocal physics is formulated using a nonlocal calculus and nonlocal differential equations, replacing inadequate local concepts of Newton's calculus and partial differential equations. Usual quantum formalisms follow from our theory - the latter doesn't rest on the former.