Phenomenology from relativistic Levy-Schroedinger equations: Application to neutrinos

TL;DR

This paper explores a novel connection between Feynman propagators and Levy stochastic processes, applying this framework to neutrinos within the Standard Model, yielding results consistent with experimental data.

Contribution

It introduces a new approach linking relativistic Levy-Schroedinger equations to quantum field theory, specifically applied to neutrino phenomenology.

Findings

Qualitative insights into neutrino behavior from Levy processes

Quantitative results aligning with experimental neutrino data

Extension of the approach to Standard Model particles

Abstract

In continuation of a previous paper a close connection between Feynman propagators and a particular L\'evy stochastic process is established. The approach can be easily applied to the Standard Model SU_C(3)xSU_L(2)xU(1) providing qualitative interesting results. Quantitative results, compatible with experimental data, are obtained in the case of neutrinos.