A paradigm shift in mathematical physics, Part 1: The Theory of Elementary Waves (TEW)
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2015, Vol 10, Issue 9
Abstract
Why is quantum mathematics (QM) the only science based on probability amplitudes rather than probabilities? A paradigm shift called the Theory of Elementary Waves (TEW) posits zero energy waves traveling in the opposite direction as particles, which a particle follows backwards: like a probabilistic guidance system emanating from detectors. Probability amplitudes are the mathematical analog of these elementary rays. Although this proposal might sound like gibberish, that is the hallmark of a paradigm shift. Thomas Kuhn warns that previous paradigm shifts were rejected because they sounded like gibberish. TEW is internally coherent, explains a mountain of empirical data, and resolves insoluble problems of QM. For example, it dispenses with the need for wavefunction collapse because probability decisions are made at the particle source, not the detector. It is the only local realistic theory consistent with the Bell test experiments. That which QM calls “nonlocality,†TEW calls “elementary rays.†One term is vague, the other involves elegant mathematics. This article introduces that mathematical notation, explains complementarity in double slit experiments, and reinterprets Feynman diagrams. QM and TEW are partners that need each other. One is a science of observables; the other a science of how nature works independent of the observer.
Authors and Affiliations
Jeffrey H. Boyd
Keywords
Related Articles
- EP ID EP651561
- DOI 10.24297/jam.v10i9.1908
- Views 133
- Downloads 0
Mathematica Module for Singularity Free Computations of Euler Parameters
In this paper,a Mathematica module for singularityfree computations of Euler parameters was established .The basic idea that we follow in developing these computationsis to make the values o...
Designing error resistant controller by using of bond-graph theory on electromagnetic loading system
Developing methods to design controller which at least under the situation that error exists, could continue its control procedure by decreasing operation till system attains secure situation to eliminate error, is a nec...
The Neutrosophic Soft Modules
Molodtsov initiated the concept of soft sets in [17]. Maji et al. defined some operations on soft sets in [13]. Aktas et al. generalized soft sets by defining the concept of soft groups in [2]. After then, Qiu-Mei Sun et...
Third Order Hamiltonian for a Binary System with Varying Masses Including Preastron Effect
This work concerns of the effects of the variation in the masses for two attracting bodies on the orbiter orbital elements. The formulation of the problem was done in different kind of mechanics, Newtonian, Lagrangian, a...
Design of adaptive sliding mode controller for synchronization of chaos in system of Rossler in presence of uncertainty parameters
Many of the proposed approaches for nonlinear systems control are developed under the assumption that all involved parameters are known. However, the system uncertainties are always unavoidable and some system parameters...