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Originally posted by Columbus
Infinity is never included in the set for the limits of an integral.
Originally posted by djohnsto77
It's been a long, long time since I took Calculus, but I'm sure there are functions that you can find an area or volumes for functions that range to infinity -- like a hyperbolic cone or something.
Originally posted by BlackGuardXIII
Infinity is a well-recognized and understood concept, but I don't see how that in any way proves anything about God. ... On a similar note, is their a difference between .9 repeater and one?
If so what is it?
What does that prove?
Originally posted by liquidself
However, I rather like the idea of an infinitely undefined God, inasmuch as I can approach the traditional idea of a god at all. I much prefer the elusive concept of the Tao, which by definition almost is undefined. Almost all mystics have held that "God" is undefineable
Originally posted by liquidself
God = Infinity
Infinity = negative infinity (or infinitely undefined)
therefore God = negative infinity (as defined by a calculator)
therfore God does not equal infinity
...you have to use the concept of infinity to disprove the existence of God (who in this case is defined simply as a mathematical conception of infinity - a whole other issue)
an infinitely undefined number.
Almost all mystics have held that "God" is undefineable - just from an historical perspective.
If there is a god then i certainly dont think it is perfect, or even would want to be.
(I dont know if you would be interested but you might want to look up Nicolas of Cusa; who dealt with a lot of similar questions in a geometrical kind of way - resolving square circles and the like throught the use of the infinite - He said that the infinite is everywhere bounded by a wall of paradox.)
Originally posted by stompk
God lives by the rules He set for the universe.
Free will is God's gift.
...hoping that we use it wisely. We are not using our free will wisely.
God is sending the message that his patience has come to an end.
Originally posted by liquidself
It is easy to assert that infinity does not exist, and then draw conclusions from that.
Physicists use infinities to cancel one another out and derive results from that.
...the concept of an completely undefined state will not disprove infinity either.
Anselm's god "proof" that the mere existence of the concept of infinity proves god s existence, which doesnt pan for me.
...perhaps it does exist, and we have no knowlege of it.
I mention the mystic types because they often accepted the idea of an undefined, non-infinite god.
I do not believe for a second that they were attempting to evade having logical proofs, for they often were ripped apart, burnt, staked, stoned for precisely their beliefs, for being heretics.
These people were anything but cowards.
If anything those kinds of beliefs led to advances in the science of the time (see Giordano Bruno).
...zen koans, the contemplation of which leads to enlightenment - the point being that linear thinking is ill equipped to deal with infinity.
This is not aesthetics - a perfect god is limited by its perfection - there is no where to go beyond perfect.
My reading of the Grand Hotel Paradox (thanks for the reference by the way) is that there is no contradictions within the paradox - unless you view it as a static concept - which is not necessary.
I find it extremely difficult to conceive of a universe that is not infinite in some sense.
...matter is niether created nor destroyed.
Originally posted by liquidself
I do percieve an existent energy surrounding me, which suggests to me that it is not zero,
( - perhaps the multiverse is an illusion here?)
...a persistent residue constituting an infinity.
I do not find the assertion that if a thing is undefined it does not exist convincing.
the math equation you are using is not an infinity, it is strictly speaking , undefined, not to do with infinity at all.
Also, orders of infinity have been defined as either cardinal or ordinal by Georg Cantor. He defined many different kinds and types of infinities as the inventor of set theory.