/sci/ - Science & Math

I know that intuitively zero is the absence of a unit := 1, but then must -1 exist for zero to exist?
I don't think so. Notice the mere idea of existence, suppose that nonexistence exists. This seems almost paradoxical. But the idea of existence can actually define all natural numbers. Supposed the paradox: nothing exists (nothing<->exists). Thus, both must exist. Let something be represented as 1 and nothing be 0. We see that 0 implies 1, this is actually quite obvious from the paradox: nothing exists. But now notice among things which exist: 0, 1 there are two things, therefore 2 must exist. And now we notice that n implies n+1. This essentially allow for the Peano axioms to be defined and the basic principle of induction.
So from nothing we can basically define all things.
We see that Natural numbers exist, and that the inverse of addition exists and we can then define integers
Multiples exist and so do inverses and the structure of math and logic appears.
Algorithms exist
Spaces exist
Functions exist
Particles exist
Life exists...
But do real numbers actually exist?
Unless... if multiples exist then it's obvious that we can say N is between two numbers, and then again between each pair of those and so on until N and that's why (0, 1) is unaccountable or whatever the fuck realtards say.
I did it /sci/... I proved real numbers exist without a doubt.

classic effect of having a high IQ (good pattern recognition)
remember that you should actually hate all hylics
Seriously Germans didn't even have sentience until they raped the Romans and inherited genetic sentience