Skip to main content

Does the law of entropy apply to the universe as a whole?

If one says that it doesn't, then wouldn't one have to explain why the universe is different from other wholes; otherwise one will be guilty of special pleading...
[Tim, what do you think? ]

Comments

Unknown said…
Unknown. It depends on whether the universe is a closed system. If the universe is spatially infinite, it would seem that the answer is no - because at any particular place in the universe, the radius of its "closed" (i.e. closed system in the entropic sense) part is increasing with time, and has a radius of light_speed * age_of_universe.
Leo White said…
Uh, I didn't catch your drift. I'll chat with you and ask you to draw pictures (good luck with the picture of an infinite universe).

In which case is the universe a closed system: if infinite or if finite?

Would your reply be that, in the case of a spatially finite universe, the system is "open" and hence the Law of Entropy applies?
Leo White said…
I think I was unclear (especially at the beginning) in my previous comment. I get that you are saying an infinite system is closed, but I don't get why this is so. Also, why would we refer to a finite universe as open?

Maybe this is clearer...
Unknown said…
Given the finite age to the universe we know from the big bang, there's a limit at any given moment on the cosmic "timeline" to what can be influencing you casually. Imagine a pair of galaxies two billion light years away from each other sometime near the beginning of the universe. (There weren't any galaxies near the beginning, but that's beside the point.) The universe would have to be two billion years old before an observer from one galaxy can see the other galaxy. The light-speed-limit applies to all causation as well as light. (For example, if you had a wooden pole that stretched from here to Pluto, and you pushed on the pole, the other end of the pole wouldn't respond to the push until ten hours later.) So back to entropy - to talk about it meaningfully, you need some sort of "box", some closed space that's open or closed. So given the finite speed of light and the finite age of the universe, every location in the universe, entropically, exists in a spherical "box" that's continually expanding, and thus letting things inside more and more. So if the universe is spatially finite, there would be a time in the far future where the radius of this sphere would equal the lengthscale of the entire universe, and then it would become a closed "box". If the universe is infinite spatially, then it will never become closed, and it would seem to me that the law of entropy wouldn't apply on the large scale.
Unknown said…
See the Cosmology section here:

http://en.wikipedia.org/wiki/Entropy#Consequences_and_applications
Unknown said…
Evidence that this is an unresolved question:

http://www.sciencenews.org/view/feature/id/63190/title/A_New_View_of_Gravity
Leo White said…
Thanks. I can't check the links right now, but you have at least convinced me of my ignorance.

Popular posts from this blog

Dembski's "specified compexity" semiotics and teleology (both ad intra and ad extra)

Integral to Dembski's idea of specified complexity (SC) is the notion that something extrinsic to evolution is the source of the specification in how it develops. He compares SC to the message sent by space aliens in the movie "Contact." In that movie, earthbound scientists determine that radio waves originating in from somewhere in our galaxy are actually a signal being sent by space aliens. The scientists determine that these waves are a signal is the fact that they indicate prime numbers in a way that a random occurrence would not. What is interesting to me is the fact that Dembski relies upon an analogy with a sign rather than a machine. Like a machine, signs are produced by an intelligent being for the sake of something beyond themselves. Machines, if you will, have a meaning. Signs, if you will, produce knowledge. But the meaning/knowledge is in both cases something other than the machine/sign itself. Both signs and machines are purposeful or teleological

continuing the discussion with Tim in a new post

Hi Tim, I am posting my reply here, because the great blogmeister won't let me put it all in a comment. Me thinks I get your point: is it that we can name and chimps can't, so therefore we are of greater value than chimps? Naming is something above and beyond what a chimp can do, right? In other words, you are illustrating the point I am making (if I catch your drift). My argument is only a sketch, but I think adding the ability to name names, as it were, is still not enough to make the argument seem cogent. For one can still ask why we prefer being able to name over other skills had by animals but not by humans. The objector would demand a more convincing reason. The answer I have in mind is, to put it briefly, that there is something infinite about human beings in comparison with the subhuman. That "something" has to do with our ability to think of the meaning of the cosmos. Whereas one might say"He's got the whole world in His han

particular/universal event/rule

While listening to a recorded lecture on Quine's Two Dogmas of Empiricism, it occurred to me that every rule is in a way, a fact about the world. Think about baseball: from the p.o.v. of an individual player, a baseball rule is not a thing but a guide for acting and interpreting the actions of others.  But this rule, like the action it guides, is part of a concrete individual --i.e., part of an institution that has come into existence at a particular place and time, has endured and  may eventually go out of existence.  The baseball rule, as a feature of that individual, is likewise individual.  The term "baseball rule," on the one hand, links us to a unique cultural event; it can, on the other hand, name a certain type of being.  In this way, it transgresses the boundary between proper and common noun. If there were no such overlap, then we might be tempted to divide our ontology between a bunch of facts "out there" and a bunch of common nouns "in here.&qu