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12-13-2002, 07:37 PM | #1 |
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Could the theoretical concepts like infinity and eternity be discovered in reality?
Just curious, we often see physicists and mathematicians talk about theoretical concepts and ideas like 'infinite distance' or 'infinite time'(eternity). But so far, none of the scientists had discovered any quantities that hold 'infinite value', for example, the 'width' and age of our universe, etc. Therefore, this begs the question of whether our mathematical concept like 'infinite' and 'eternity' have any meaning or manifestation at all in our own physical world? So, what do you guys think?
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12-13-2002, 09:14 PM | #2 |
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Well in physical equations, infinities can be used to describe certain states as the equations evolve in time. It's just a mathematical technique of describing something, it doesn't necessarily have any actual physical counterpart in reality. There are theorized quantities which may be infinite but so far they're just theory, no real evidence have been found for them.
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12-14-2002, 10:10 AM | #3 |
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Well many scientists think the universe is open and infinite. But that would be impossible to ever prove, for obvious reasons. Other than that, there does not appear to be any infinities in nature.
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12-14-2002, 10:26 AM | #4 | |
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12-14-2002, 01:16 PM | #5 | |
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12-14-2002, 01:41 PM | #6 | |
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m. |
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12-14-2002, 01:55 PM | #7 | |
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[ December 14, 2002: Message edited by: homechex ]</p> |
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12-14-2002, 07:28 PM | #8 | |
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Are you talking about the 'infinite big bang' theory? |
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12-14-2002, 07:31 PM | #9 | |
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12-14-2002, 08:49 PM | #10 |
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A rigorous mathematical definition of infinty wasn't developed until fairly recently. A set S is said to be infinite if and only if there exists a proper subset of S, S1 such that there is a one-to-one correspondence between S and S1. How this can correspond to anything in nature is beyond me.
Undercurrent's point about the relationship between a mathematical idea and reality is something that should always be kept in mind. |
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