Summary
Within the context of the theory of relativistic stochastic quantization, it is possible to find out the limiting procedure for the condition of quasi-classicality. Again it has been shown that the measurement process as well as the behaviours of quantum and classical objects can be described within the same framework. Finally the validity of the locality assumption in the case of Bell’s inequality has been examined on the basis of this new framework.
Riassunto
Nel contesto della teoria di quantizzazione relativistica stocastica, è possibile ricavare la procedura limitante per la condizione di quasi classicità. Si è poi mostrato che il processo di misurazione e i comportamenti degli oggetti quantici e classici possono essere descritti nello stesso contesto. Infine è stata esaminata la validità dell’ipotesi di località nel caso dell’ineguaglianza di Bell, sulla base di questo nuovo contesto.
Резюме
В рамках теории релятивистского стохастического кванотования оказывается возможным понять предельную процедуру для условия квазиклассичности. Показывается, что процесс измерения, а также поведение квантовых и классических обяектов могут быть описаны в рамках предложенного формализма. В заключение на основе нового подхода исследуется справедливость предположения локальности в случае неравенства Белла.
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References
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J. J. Slawianowski:The Uncertainty Principle and Foundations of Quantum Mechanics, edited byW. C. Price andS. S. Chissick (New York, N. Y., 1977), p. 147.
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Traduzione a cura della Redazione.
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Roy, S. The relativistic Brownian motion and the theory of measurement in quantum mechanics. Nuov Cim B 64, 81–93 (1981). https://doi.org/10.1007/BF02721296
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DOI: https://doi.org/10.1007/BF02721296