Georg Cantor was a mentally disturbed self-confessed Jew who was born in Russia and died in Germany. His claim to fame is the observation that certain sets can be systematically named or listed. This observation became the basis for his bullshit theory of bijective cardinality. There are several ways to define a countable set A:

i. A is countable if and only if, its members can be systematically named..
ii. A is countable, if and only if, its members can be systematically indexed.
iii. A is countable, if and only if, its members can be systematically listed.

In order to index a given set with another set (such as the natural numbers or rational numbers), it must be the case that the index set is itself countable, that is, its members can be systematically named. This is indeed the case where the natural numbers and rational numbers are
concerned. For example, the natural numbers can be systematically named using any positional radix system such as base 10 or decimal. As for the rational numbers, there is the Cantor pairing function. Cantor’s ideas were initially just laughed at for what they were – nonsense. However, his followers (such as the retarded David Hilbert and others) exerted much effort in promoting Cantor’s rotten ideas to the point of toxicity. Unfortunately, Cantor’s garbage found its way into mainstream mathematics and set back its study several hundred years. I would be a millionaire if I had a dollar for every clown who calls himself or herself a set theorist or topologist.

His unremarkable initial idea of countable set would have been benign had Cantor’s drivel ceased ...

Get the full article here:

https://www.academia.edu/78740399/Georg_Cantor_the_father_of_all_mainstream_mathematical_cranks

On 10/18/2022 8:21 AM, Eram semper recta ("I am always a rectum") wrote:
>
> Georg Cantor was a mentally disturbed self-confessed Jew

Shut up idiot.

On Tuesday, October 18, 2022 at 4:21:33 PM UTC+1, Eram semper recta wrote:

(Another anti-Cantor rant...sigh)

What does 'systematically' mean JG 115?

Is space discrete or continuous in your mind? Does time have a beginning (You reject general relativity if memory serves)? Why can't there be an infinity of universes if the cosmological evidence ends up pointing to that being that case?

Regards QB 133

Remain Calm and Keep Loving Real Analysis

Recommended Book of the Day: Geometry, by Brannan, Esplen and Gray.