`Zero-spin-photon hypothesis' finds another important application: Could possibly solve the `infinity-problem' of QED without the need of renormalization

TL;DR

This paper proposes that incorporating the zero-spin photon hypothesis into higher-order Feynman diagrams may resolve the longstanding infinity problem in QED, potentially eliminating the need for renormalization.

Contribution

It introduces a novel application of the zero-spin photon hypothesis to address the infinity problem in quantum electrodynamics without renormalization.

Findings

Zero-spin photon hypothesis can be integrated into higher-order Feynman diagrams.

This approach may eliminate the need for renormalization in QED.

Potential resolution of the infinity problem in QED.

Abstract

`Zero-spin-photon hypothesis' as proposed in an earlier paper [1] states that: `due to inevitable consequence of the second-law of thermodynamics and spin-conservation, the `zero-spin-photon' is generated in pair-production process (of elementary particles), which decays into neutrino and antineutrino'. The zero-spin photon hypothesis explains [1] several riddles of physics and universe. In the present paper, it is shown that `the zero-spin photon hypothesis' when incorporated into the higer-order Feynman diagram (with a closed-loop) could possibly solve the half-a-century-old and famous `infinity-problem' of QED, and thus could avoid the need of the so called `re-normalization' procedure.