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: Received: 17 March 2023 / Approved: 20 March 2023 / Online: 20 March 2023 (02:36:45 CET)
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: Received: 31 March 2023 / Approved: 31 March 2023 / Online: 31 March 2023 (05:28:31 CEST)
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: Received: 6 April 2023 / Approved: 6 April 2023 / Online: 6 April 2023 (09:29:12 CEST)
Oldani R. The Conservation Laws in Quantum Mechanics. J Biomed Res Environ Sci. 2023 Apr 08; 4(4): 654-659.
doi: 10.37871/jbres1722, Article ID: JBRES1722, Available at: https://www.jelsciences.com/articles/jbres1722.pdf
Oldani R. The Conservation Laws in Quantum Mechanics. J Biomed Res Environ Sci. 2023 Apr 08; 4(4): 654-659.
doi: 10.37871/jbres1722, Article ID: JBRES1722, Available at: https://www.jelsciences.com/articles/jbres1722.pdf
Oldani R. The Conservation Laws in Quantum Mechanics. J Biomed Res Environ Sci. 2023 Apr 08; 4(4): 654-659.
doi: 10.37871/jbres1722, Article ID: JBRES1722, Available at: https://www.jelsciences.com/articles/jbres1722.pdf
Oldani R. The Conservation Laws in Quantum Mechanics. J Biomed Res Environ Sci. 2023 Apr 08; 4(4): 654-659.
doi: 10.37871/jbres1722, Article ID: JBRES1722, Available at: https://www.jelsciences.com/articles/jbres1722.pdf
Abstract
When the theoretical foundations of Einstein’s quantum theory of radiation are compared with Heisenberg’s and Feynman’s theories of nonrelativistic quantum mechanics they are found to violate the conservation laws. The deficiencies are corrected by introducing Hamilton’s principle S = ∫ Ldt and applying the methods of quantum field theory to derive relativistic equations of motion. Based on the calculus of variations proof is given that the wave function equals twice the allowable action minimum.
Copyright:
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