“…By using some simple calculations, completely similar with the ones given in [6,9], for one-observable situation, one finds easily…”
Section: Now We Can Estimate the Following Examples Of Mean (Expected...mentioning
confidence: 78%
“…But, if one takes into account the inherent imperfections of the experimental devices, it is credible and rightful the idea that the same measurement must be described as a process which change the probability distribution w (x, y). Some simplified versions of the respective idea were discussed in few of our previous works [6,7,8,9,10].…”
Section: The Case Of Classical Observablesmentioning
confidence: 99%
“…with a finite and not very high value for s) give in fact a somehow truncated description of the measuring errors (uncertainties). A somehow more comprehensive description of the error indicators can be done by extending one of our old idea [6], [9], through the following Shanon's information entropies…”
Section: Now We Can Estimate the Following Examples Of Mean (Expected...mentioning
Both classical and respectively quantum observables can be modeled as somewhat similar examples of random variables. In such a model the associated measurements preserve the values spectrum of an observable but change the corresponding probabilistic weights (probability density or respectively the wave function). Such a model ensures theoretical estimations for predicted errors specific to the mean values as well as to the fluctuations of both types of observables. The model stands out of ourdays prevalent opinion that measurement theories must be depicted in entirely different manners in the classical respectively quantum cases.
“…By using some simple calculations, completely similar with the ones given in [6,9], for one-observable situation, one finds easily…”
Section: Now We Can Estimate the Following Examples Of Mean (Expected...mentioning
confidence: 78%
“…But, if one takes into account the inherent imperfections of the experimental devices, it is credible and rightful the idea that the same measurement must be described as a process which change the probability distribution w (x, y). Some simplified versions of the respective idea were discussed in few of our previous works [6,7,8,9,10].…”
Section: The Case Of Classical Observablesmentioning
confidence: 99%
“…with a finite and not very high value for s) give in fact a somehow truncated description of the measuring errors (uncertainties). A somehow more comprehensive description of the error indicators can be done by extending one of our old idea [6], [9], through the following Shanon's information entropies…”
Section: Now We Can Estimate the Following Examples Of Mean (Expected...mentioning
Both classical and respectively quantum observables can be modeled as somewhat similar examples of random variables. In such a model the associated measurements preserve the values spectrum of an observable but change the corresponding probabilistic weights (probability density or respectively the wave function). Such a model ensures theoretical estimations for predicted errors specific to the mean values as well as to the fluctuations of both types of observables. The model stands out of ourdays prevalent opinion that measurement theories must be depicted in entirely different manners in the classical respectively quantum cases.
It is proved the falsity of idea that the Uncertainty Relations (UR) have crucial significances for physics. Additionally one argues for the necesity of an UR-disconnected quantum philosophy.
“…Moreover a true experimental evaluation of a MRV requires an adequate lot of samplings finished through a statistical set of individual results. A plausible theoretical description of the alluded evaluation can be done [9,13,14] through an information transmission process.…”
Section: Ephemeral Character (Caducity) Of the Doctrine About Wave Pa...mentioning
The recently published "Oxford Questions" are supplemented with annotations concerning: doctrine of wave packets collapse (and subsidiarily Schrodinger's cat thought experiment), description of quantum measurements respectively interpretation of uncertainty relations.
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