Nick666
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Between a finite amount of x and in infinite amount of x, is there an infinite amount of x ?
The discussion centers around the concept of subtracting finite quantities from infinite quantities, exploring implications in both mathematical and physical contexts. Participants examine the nature of infinity, particularly in relation to time and other finite entities, and question the validity of certain assumptions regarding infinite quantities.
Participants do not reach a consensus on the nature of infinity or the validity of assumptions regarding infinite time. Multiple competing views remain, particularly regarding the application of mathematical principles to physical concepts.
Participants note the limitations of their definitions and the potential for ambiguity when discussing infinity in both mathematical and physical contexts. The discussion reveals a dependence on how terms like "infinity" and "time" are defined, which remains unresolved.
Nick666 said:If you substract a finite amount of apples from an infinite amount of apples, what's the result?
Infinite amount of apples ?
Ok, too simple maybe. Replace apples with time.
Yeah, that's exactly what I`m thinking about.arunbg said:Echoing what Hallsofivy just said, there's no poo-poo time after infinite time![]()
If you attribute no physical reality to time, I think your statement is equivalent to asking whether you can have an interval of finite numbers on an infinite number line. The answer is obviously yes.Nick666 said:So, after all, if I assume infinite time exists, is it nonsense in a mathematical way, to say that something infinite in time created at some point something finite in time, right?