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Does uncountability really exist or is it just a meme created

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  3. Does uncountability really exist or is it just a meme created
Thread replies: 7
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Anonymous
2017-09-01 10:17:56 Post No. 9141836
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Anonymous 2017-09-01 10:17:56 Post No. 9141836 [Report]
Does uncountability really exist or is it just a meme created by mathematicians unable to comprehend that numbers can't be unordered?
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Anonymous 2017-09-01 10:50:12 Post No.9141864
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Anonymous 2017-09-01 10:50:12 Post No.9141864 [Report]
could charle sheen be an alien??
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Anonymous 2017-09-01 10:50:49 Post No.9141865
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Anonymous 2017-09-01 10:50:49 Post No.9141865 [Report]
Math itself might not be an objective, independent, real 'thing'.
Veritasium did a video on this; it's on YouTube.
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Anonymous 2017-09-01 10:56:55 Post No.9141869
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Anonymous 2017-09-01 10:56:55 Post No.9141869 [Report]
Here is a PBS video on the subject:
https://youtu.be/TbNymweHW4E
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Anonymous 2017-09-01 11:32:38 Post No.9141889
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Anonymous 2017-09-01 11:32:38 Post No.9141889 [Report]
>>9141865
>>9141869
I know this vid and also this argument. My point has nothing to do with it, my Idea is purely abstract.

If you have a Set A (let's say its R) and B (which is N) and you have elements in A and B which are orderable then you have a bijection.

Proof:
The moment one chooses 2 functions that generates those sets one can biject the output of those functions.

It's not rocket science to understand that.
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Anonymous 2017-09-01 12:36:57 Post No.9141929
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Anonymous 2017-09-01 12:36:57 Post No.9141929 [Report]
>>9141889
>The moment one chooses 2 functions that generates those sets one can biject the output of those functions.
Cantor's diagonalization disproved that.
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Anonymous 2017-09-01 01:42:07 Post No.9141990
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Anonymous 2017-09-01 01:42:07 Post No.9141990 [Report]
>>9141836
https://youtu.be/elvOZm0d4H0?t=1m30s

https://youtu.be/elvOZm0d4H0?t=4m
Thread posts: 7
Thread images: 1
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