Gödel's Incompleteness and self-reference power our computers

[fortifyacacia3]

Great explanation of the technical aspects of Gödels Incompleteness 

[Scholar]

Haha. Well if it was complete, it would become obvious that it was unreal from the very beginning, dissolving itself into the nothingness it is.

 

Once you recognize that a thing is causeless, you realize it was never caused. If it was never caused, it does not exist. Incompleteness it quite literally that which holds math together, aswell as everything else in existence. Being complete means to be no thing at all.

 

If you could proof everything, you could proof that you don't exist! Sneaky, sneaky reality with it's tendencies to thrive for existence. So really, what the mathematicians were thriving for all along was the cessastion of math itself, aswell as all else in all of existence. They are lucky they stumbled upon incompleteness, this way they can avoid the inevitable for a few more moments.

 

Also, they are making a mistake in describing infinities to be larger than others. This is not actually true, any infinity is endless, it has no size at all, it is undefinable. What they call different sizes of infinity actually show different densities of infinity. We in general seem to be approach the idea of infinities in a kind of naive way. People are kind of mind blown by the ideas of infinity, yet it is not limitlessness that is so extraordinary, but limitation. Limitation must be explained, limitlessness is the default. They are trying to explain limitlnessness through limitation, when instead they need to start to think about how limitation can be explained through limitlessness.

 

The miracle is not that there are lines with no divisions. The miracle is the fact that division can exist at all. That is mindblowing, truly mystifying.

 

The self-referential problem is actually a really fitting name. You cannot refer to your Self, because if you could, you would lose your self.

Edited May 30, 2021 by Scholar