Nothing special Άποψη1 #115215 One hypothesis is that being in a down-entropy fluctuation will not seem special because the thermodynamic and psychological arrows are aligned. Some like Boltzmann (see citation) appear to have just assumed this. Others have tried to show it formally (follow cross-link). |
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+Αναφορές (1)
- ΑναφορέςΠροσθήκη αναφοράςList by: CiterankMapLink[1] Zermelo's Second Objection - On the Mechanical Explanation of Irreversible Processes
Συγγραφέας: Boltzmann, Ludwig Παρατέθηκε από: Peter Baldwin 4:19 AM 11 August 2011 GMT Citerank: (1) 104155Boltzmann-Schuetz hypothesisBoltzmann and Schuetz claimed that in a universe that is near thermal equilibrium, and given sufficient time, there will be regions where there is a temporary deviation into a low entropy state, from which it will trend back to equilibrium. Anthropic selection accounts for us being in such a region.959C6EF URL:
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Απόσπασμα- SUMMARY
The second law of thermodynamics can be proved from the mechanical theory if one assumes that the present state of the universe, or at least that part which surrounds us, started to evolve from an improbable state and is still in a relatively improbable state. This is a reasonable assumption to make, since it enables us to explain the facts of experience, and one should not expect to be able to deduce it from anything more fundamental. The applicability of probability theory to physical situations, which is disputed by Zermelo, cannot by rigorously proved, but the fact that one never observes those events that theoretically should be quite rare is certainly not a valid argument against the theory. One may speculate that the universe as a whole is in thermal equilibrium and therefore dead, but there will be local deviations from equilibrium which may last for the relatively short time of a few eons. For the universe as a whole, there is no distinction between the "backwards" and "forwards" directions of time, but for the worlds on which living beings exist, and which are therefore in relatively improbable states, the direction of time will be determined by the direction of increasing entropy, proceeding from less to more probable states. |