A paradigm shift in mathematical physics, Part 3: A mirror image of Feynmans quantum electrodynamics (QED)
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2015, Vol 11, Issue 2
Abstract
Richard Feynmans book QED, written for a lay audience, is a trusted source of information about Quantum Electro-Dynamics by a Nobel laureate. It is a mirror image of the Theory of Elementary Waves (TEW), discovered by Lewis E. Little. Recent work on TEW, published in this journal, shows that an elementary ray has the shape of a cylindrical helix traveling in Euclidean space, with a complex amplitude. This is an analog in physical nature of Feynmans mathematical concept of an amplitude, which is the core of QED. The only substantial difference is that an amplitude is assumed by Feynman to travel in the same direction as the particle, but in TEW they travel in opposite directions. There is almost no empirical data to resolve that disagreement. Such evidence as exists favors the idea they travel in opposite directions. If we modify Feynmans QED in this way we end up with a theory symmetrical to QED. We nickname it QÆD, using the letter Æ to symbolize an ælementary ray. QÆD is a fountain of information about the nature of elementary rays, and resolves some of the problems that Feynman said he found in QED.
Authors and Affiliations
Jeffrey H. Boyd
Keywords
Related Articles
- EP ID EP651505
- DOI 10.24297/jam.v11i2.1283
- Views 134
- Downloads 0
Transient behavior of / /1 [ ] M G X Queueing Model With State Dependent Arrival, Balking and Bernoulli Vacation
This paper analyzes single server queueing system wherein the arrival units are in batches following compound Poisson process with varying arrival rates for different states. The arrival rates differ for different s...
The operator G(a; b;Dq) for the polynomials Wn(x; y; a; b; q)
We give an identity which can be regarded as a basic result for this paper. We give special value to the parameters in this identity to get some welknown identities such as Euler identity and Cauchy identity....
New types of -Open Sets and Associated Weak Separation Axioms
Pal and Bhattacharyya (1996)introduced the notion of pre--open sets.In this paper, we consider the class of pre--open sets in topological spaces and investigate some of their properties. Also,we present and study some we...
The Trisection of an Arbitrary Angle
This paper presents an elegant classical geometric solution to the ancient Greek's problem of angle trisection. Its primary objective is to provide a provable construction for resolving the trisection of an arbitra...
Inverse Scattering with Non-Over-Determined Data
The results of the author’s theory of the inverse scattering with non-over-determined data are described.