QED derived from the two-body interaction (2) The derivation

TL;DR

This paper demonstrates that Quantum Electrodynamics (QED) can be simplified to two fundamental rules for two-body interactions using a special space called M-space, building on previous work on Dirac bispinors.

Contribution

It introduces a reduction of QED to two simple rules within M-space, providing a new perspective on two-body interactions in quantum theory.

Findings

QED can be derived from two basic interaction rules

QED behavior holds in M-space with specific transformational properties

Simplification of QED to fundamental two-body interaction rules

Abstract

We have shown in a previous paper that the Dirac bispinor can vary like a four-vector and that Quantum Electrodynamics (QED) can be reproduced with this form of behaviour.(2) We have also shown in part I (3) of this paper, that QED with the same transformational behaviour also holds in a second space which we called M-space. Here we use M-space to show that QED can be reduced to two simple rules for a two-body interaction.