Trans-Coordinate States

TL;DR

This paper introduces a new framework for understanding quantum states called trans-coordinate states, describing their collapse and demonstrating conservation of their probability amplitude.

Contribution

It defines a Hamiltonian for trans-coordinate states and shows that their squared modulus remains conserved, extending previous trans-coordinate physics theories.

Findings

Conservation of squared modulus of trans-coordinate states.

Description of state collapse using q-rules.

Introduction of a Hamiltonian for these states.

Abstract

A meaning is given to the state of a system that is consistent with the trans-coordinate physics previously proposed by the author. The collapse of such a state is described using the previously proposed q-rules. A Hamiltonian is defined for these states and it is shown that their square modulus is conserved. Keywords: invariance, state reduction, wave collapse.