It is widely known that there are at least a dozen different interpretations of quantum mechanics (see e.g. Am. J. Phys. 70 (3), (2002) [DOI: 10.1119/1.1445404]). One of them (the de Broglie-Bohm interpretation) is considered more fundamental, allowing for much deeper advances in understanding the foundations of quantum mechanics. In this formulation, a quantum potential (QP) appears, which directs the motion of charged particle. The shape of the QP forces each particle to move along its own trajectory. However, as we know, the existence of only four types of interactions has been experimentally established: electromagnetic, gravitational, weak, and strong. This is why it was so important to understand the nature of the QP and how particles interact with it. A recent result points to the electromagnetic nature of the quantum potential, which is in good agreement with a large number of published results on the electromagnetic foundations of quantum mechanics. An article that reveals the electromagnetic nature of the quantum potential can be obtained here: Published Article, or ArXiv.
If you are interested in the electromagnetic foundations of Quantum Physics and the nature of Planck’s constant, then it is my great pleasure to invite you to look at this post in which I briefly outline the electromagnetic foundations of quantum mechanics and show the way away from the axiomatic construction of the QM apparatus.
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Good luck with the Blog, Anton!
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Thank you, Vladislav! Honestly, I feel sorry for the time for blogging, but if we do not discuss the problems from which modern physics suffers, then development will stop altogether.
In addition, there is hope to find caring colleagues and like-minded people here, and this cannot be overestimated.
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How does the Broglie-Bohm approach differ from the Feynman integral over trajectories ?
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Thank you for your comment.
The differences in the formulations of quantum mechanics are very well described in the excellent article “Nine formulations of quantum mechanics”:
https://aapt.scitation.org/doi/10.1119/1.1445404
This article can be found here:
https://www.researchgate.net/publication/228764947_Nine_formulations_of_quantum_mechanics
and also here:
Click to access NineFormulations.pdf
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