The reference-frame independence of quantum probabilities

TL;DR

This paper explores how quantum probabilities remain consistent under changes of reference frames by examining the transformation rules of a particle's wave-function, proposing a new postulate to address foundational questions.

Contribution

It introduces a new postulate concerning the reference-frame independence of quantum probabilities and investigates its implications for quantum wave-function transformations.

Findings

Proposes a fundamental postulate for reference-frame independence

Analyzes transformation rules of wave-functions under reference changes

Highlights implications for quantum probability consistency

Abstract

We investigate the transformation rule of a single particle wave-function under a change of reference frame. A postulate is raised, and some fundamental aspects regarding the reference-frame independence of quantum probabilities are explored.