Is it possible to outdelay, the outdelay card?: 2024-10-13 15:07:22 |
GiantFrog
Level 62
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Why not, infinity means forever but only as we understand we can’t comprehend past infinity. It’s not actually never ending. Just unquantified It doesnt really matter if we can comprehend past infinity or infinity. It is still infinite, by definition. That means, it is never ending (in the sense that there is no last member) If it has a last member, it wasnt infinite. I m not exactly sure where your assumptions come from. Ppl indeed often use infinite to describe something very large when it is actually finite, but that is just a misuse of the word and doesnt change its definiton. Also, you may say that in reality, everything ends (which is a bold claim, but maybe reasonable. Probs would get a noble prize for proving that), but even if that is the case, it again doesnt change what infinity is. The mathematical concept stays untouched by whats going on in the real world. Unquantified is a completly different thing. Unquantified could still be small for all we know.
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Is it possible to outdelay, the outdelay card?: 2024-10-13 15:15:32 |
Tac(ky)tical
Level 63
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It’s only never ending as we understand it, like a broad term to apply to all numbers past a certain point. It’s like telling a toddler 100 + 1 and 100 are both infinity and one isn’t a greater number because the toddler can only count to 10 and cannot begin to comprehend the values, therefore it is just infinity.
When they say not all infinities are equal, they could mean many things, but usually the difference between the concept of natural and real numbers. Infinity is a concept, and I conceptualize infinity + 1 to be greater
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Is it possible to outdelay, the outdelay card?: 2024-10-13 15:32:20 |
GiantFrog
Level 62
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It’s only never ending as we understand it *as we define it (this should already be sufficient to prove my point..) like a broad term to apply to all numbers past a certain point. there is no point. This shows you still confuse infinity with just a big number. It’s like telling a toddler 100 + 1 and 100 are both infinity and one isn’t a greater number because the toddler can only count to 10 and cannot begin to comprehend the values, therefore it is just infinity. again, confusing infinity with a big number. When they say not all infinities are equal, they could mean many things, but usually the difference between the concept of natural and real numbers. They mean that there exists no bijective function between the two sets of given cardinalities. Could be real and natural, could be whatever. Infinity is a concept, and I conceptualize infinity + 1 to be greater But there is a clear definition of what it means to be greater or of equal size. You can use these definitions to mathematically prove that infinity and infinity + 1 are of the same size. By finding that bijective function (which in this case is just a shift by 1) However, you cant prove 100 = 100 + 1, cuz they aint the same You can conceptualize that 2+3 = 23, still nonsense tho
Edited 10/13/2024 15:33:14
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Is it possible to outdelay, the outdelay card?: 2024-10-13 15:34:54 |
Tac(ky)tical
Level 63
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So dark matter, just does not exist. Neither does anything greater than infinity. We know there is something there, we can see the gravity, but we have no concept and therefore it doesn’t exist
Edited 10/13/2024 15:37:00
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Is it possible to outdelay, the outdelay card?: 2024-10-13 15:40:56 |
GiantFrog
Level 62
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So dark matter, just isn’t doesn’t exist. Neither does anything greater than infinity. We know there is something there, we can see the gravity, but we have no concept and therefore it doesn’t exist wat i dont even understand what point you are arguing against. Where did i claim infinity doesnt exist? As a mathematical concept, it is well defined. If there is anything infinite in our Universe, no idea. If there is dark matter - still open, from what i ve seen dark matter and modified newtonian gravity are the best contenders to explain the observations. Could be one of those, could be smth else.. seems like a different topic I admire your interest in these topics, but if you want to understand these things, you need to look at the defintions first. From there, make your conclusions or look at conclusions other smart ppl made. Either way, start point is the defintions, otherwise all that follows is gibberish with no foundation
Edited 10/13/2024 15:42:02
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Is it possible to outdelay, the outdelay card?: 2024-10-13 15:46:46 |
Tac(ky)tical
Level 63
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Dark matter is a mathematical concept like Infinity might be. There are portions of the universe we know have large gravitational pulls but afaik nothing exists there. Does this mean our math is wrong? I think saying infinity = infinity + 1 is just a false understanding of how numbers work, and they’re not truly never ending, we just don’t have the answer. So +1 would be greater if we find what infinity goes to.
I am not an expert, or a smart person, nor ever asked anyone to come leave comments. I do enjoy talking about this kind of stuff, even if I do a bad job at it. Just a human thing to be curious, even about subjects I have basically 0 concept of
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Is it possible to outdelay, the outdelay card?: 2024-10-13 16:09:52 |
GiantFrog
Level 62
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I think saying infinity = infinity + 1 is just a false understanding of how numbers work, and they’re not truly never ending, we just don’t have the answer. The difference between the infinity topic and the dark matter topic is that for the infinity topiic we DO have the answer We literally have mathematical proof for this. lets go through this step by step then: definition cardinality: Two sets have the same cardinality if there exists a bijection from A to B. so lets define our infinite sets: N = natural numbers = {1, 2, 3, ....} Nw = natural numbers but with extra element = {w, 1, 2, 3, ....} for any set A, |A| is the cardinality of A Given our definitions of N and Nw, it is obvious that |Nw| = |N| + 1, and |N| = countable infinite so if we no proof |Nw| = |N|, then it follows that infinity = infinity + 1 for this, all we need is our bijection. We can simply define one and be done: b: N -> Nw, b(x) = x - 1 if x > 1, b(x) = w if x = 1 and das it
Edited 10/13/2024 16:28:28
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Is it possible to outdelay, the outdelay card?: 2024-10-13 16:11:21 |
Tac(ky)tical
Level 63
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You may be done but people like me and Terrance Howard will keep fighting the good fight
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Is it possible to outdelay, the outdelay card?: 2024-10-13 17:29:23 |
Tac(ky)tical
Level 63
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Dark matter is proof our math is wrong. Infinity is proof we have a failed concept of numbers. Maybe the solution for both is the same. Maybe I’m woo woo. Well I’m most definitely woowoo ;)
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Is it possible to outdelay, the outdelay card?: 2024-10-13 17:37:08 |
Tac(ky)tical
Level 63
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There are stupid questions, but no bad questions !
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Is it possible to outdelay, the outdelay card?: 2024-10-13 17:47:44 |
Tac(ky)tical
Level 63
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Censorship 😁 if you want people educated then educate them
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Is it possible to outdelay, the outdelay card?: 2024-10-13 17:48:34 |
Tac(ky)tical
Level 63
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Kind of the whole point right? I feel Giantfrog did a good job but tbh idk
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Is it possible to outdelay, the outdelay card?: 2024-10-15 08:03:21 |
GiantFrog
Level 62
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i think you are wrong with the infinity concept. Inf + 1 is not infinity . It is another infinity. That is explained in: Inf +1= Inf, that is wrong, because Inf-Inf=1, so 0=1. That is imposible so Inf+1 is not infinity, in fact inf+1 is another type of infinity. You are doing the same mistake of treating infinity as just a large number. inf - inf is not defined. Its neither 1 or 0. You cant expect our operators (+,*,-,/) to always work with infinity, as these operators are only well defined for members of the given mathematical structure they were defined for. When nothing else is specified, we usually take the operators that were defined for the real numbers, which form a body with these operators, however infinity is not a member of the real numbers. Please read the above proof to convince yourself that infinity + 1 is not some sort of other infinity. I understand that for someone with no previous contact with mathematical concepts, it maybe has a few jumps that you d need to fill, but really nothing difficult is happening there.
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