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- W2172398019 abstract "Processes are considered in which an ensemble of objects interacts with a macroscopic system so as to split into a family of ensembles according to the effects on the macroscopic system (nondestructive measurement with separation of the «channels» being the most familiar example). Whenever the interaction is «pure»,i.e. it transforms every pure state into pure states in all the channels, it is proved in quantum physics and, at least for the «discretized states», in classical physics that the microscopic entropy of the objects that undergo the interaction decreases (or at most remains constant). The resulting situation is discussed with reference to the already known inequalities concerning entropy, which, of course, only related to the special case of perfect nondestructive measurement (ensuring, in particular, that the total entropy, including the entropy of the macroscopic system, increases, or at most remains constant). At the end the results is regarded as expressing a tendency towards decrease of the microscopic entropy of the «microsystems» (i.e., in Ludwig’s terminology, of the quantum systems considered as interacting with the «macrosystems»). A possible relevance to biological processes is remarked." @default.
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- W2172398019 date "1984-10-01" @default.
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- W2172398019 title "Behaviour of microscopic entropy in the interaction with macroscopic systems" @default.
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- W2172398019 doi "https://doi.org/10.1007/bf02721591" @default.
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