Finslerian Extension of Lorentz Transformations and First-Order Censorship Theorem

TL;DR

This paper explores a Finslerian extension of Lorentz transformations to explain null results in first-order Michelson-Morley experiments by linking light velocity anisotropy with rod deformation.

Contribution

It introduces a Finslerian framework for relativistic transformations that accounts for anisotropic effects, providing a new perspective on experimental null results.

Findings

Finslerian transformations can explain null results in first-order experiments

Light velocity anisotropy correlates with measuring rod deformation

Supports the possibility of anisotropic spacetime structures

Abstract

Granted the post-Lorentzian relativistic kinematic transformations are described in the Finslerian framework, the uniformity between the actual light velocity anisotropy change and the anisotropic deformation of measuring rods can be the reason proper for the null results of the Michelson-Morley-type experiments at the first-order level.