Infinite Freedom of Space-Time for Zero-Energy-Entity in Quantum Mechanics

Chun T Rim

doi:10.4236/jmp.2018.94036

Abstract

Zero-energy state is investigated by taking infinitesimal energy and observing its uncertainty in space-time, adopting quantum mechanics. In this paper, the uncertainty in conventional quantum mechanics is found to be interpreted as freedom in space-time, which results in possibility of time travel and space transition of the zero-energy state, which could be information or mind. The wave function of a physical system composed of multiple particles or wave-packets is examined and found that it can be arbitrarily changed by grouping by observers. It leads to an idea that even infinitesimal energy or wave-packets in a heavy physical system may separately exist and it has the infinite freedom of space-time.

Highlights

In non-relativistic quantum mechanics, the state of a physical system in space and time is represented by the wave function ψ ( x,t ), which is governed by the Schrödinger equation [1]: i ∂ ∂t + ∇2 −V ( x,t) ψ ( x, t ) =0 (1)where, is the reduced Planck’s constant h (2π) ; m is the mass; and V ( x,t )is the potential of the system at three dimensional position x and time t
The uncertainty in conventional quantum mechanics is found to be interpreted as freedom in space-time, which results in possibility of time travel and space transition of the zero-energy state, which could be information or mind
The wave function of a physical system composed of multiple particles or wave-packets is examined and found that it can be arbitrarily changed by grouping by observers

Summary

Introduction

In non-relativistic quantum mechanics, the state of a physical system in space and time is represented by the wave function ψ ( x,t ) , which is governed by the Schrödinger equation [1]: i. Conventional quantum mechanics only have dealt with the physical system of non-zero mass or energy, as identified from Equations (1) and (2). It is inevitable for the modern physics to deal with such a case because only measurable quantities are allowed to enter the scope of scientific research. An idea of dealing with zero-energy-entity was proposed, where zero-energy bipolar quantum entanglement can be non-local [4] [5] [6] [7]. It is identified that infinite “freedom” of space and time is one of the characteristics of the zero-energy-entity

Multi-Layered Wave Functions

Space-Time Uncertainty of Infinitesimal Energy

Conclusion