The Klein-Gordon equation in Machian model
Bin Liu, Yun-Chuan Dai, Xian-Ru Hu, Jian-Bo Deng
TL;DR
This paper derives the Klein-Gordon equation within a Machian model of the universe, linking non-local quantum effects to a gravitationally entangled ensemble influenced by a background energy field.
Contribution
It introduces a novel derivation of the Klein-Gordon equation based on Machian principles, emphasizing the role of a background energy field in quantum non-locality.
Findings
Derivation of Klein-Gordon equation from Machian model
Connection between non-locality and gravitational entanglement
Role of background energy field in quantum fluctuations
Abstract
The non-local Machian model is regarded as an alternative theory of gravitation which states that all particles in the Universe as a 'gravitationally entangled' statistical ensemble. It is shown that the Klein-Gordon equation can be derived within this Machian model of the universe. The crucial point of the derivation is the activity of the Machian energy background field which causing a fluctuation about the average momentum of a particle, the non-locality problem in quantum theory is addressed in this framework.
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