UNDENIABLE & UNEQUIVOCAL PROOF OF GOD

[GODPARTICLE]

I liked Bardalicious before I ate his corpse, when I only slept next to it

[GODPARTICLE]

Originally Posted by Lubian [You must be logged in to view images. Log in or Register.]

Considering you were too retarded to even adjust the parentheses correctly, I doubt you'd understand that infinite sums are generally not associative.

Mispelled 1 sign that did not even change the outcome of the series. Also, I proved the series is convergent, so it is associative.

[Lazortag]

Originally Posted by GODPARTICLE [You must be logged in to view images. Log in or Register.]

Mispelled 1 sign that did not even change the outcome of the series. Also, I proved the series is convergent, so it is associative.

You didn't prove that it was convergent. And even if you did, convergence doesn't imply associativity; for example, conditionally convergent series don't satisfy associativity.
PS: hi naez

[GODPARTICLE]

Well I didn't mean all sums were associative if convergent. I was referring to alternating series as we see here.

Here is the proof of convergence:

http://www.wolframalpha.com/input/?i...n-%3Einfinity+

[Hitchens]

You shouldn't let yourself be baited into debates with an alcoholic schizophrenic.

[GODPARTICLE]

Further proof

http://www.wolframalpha.com/input/?i...+0+to+infinity

[GODPARTICLE]

err should be

http://www.wolframalpha.com/input/?i...+0+to+infinity

[Lazortag]

Originally Posted by GODPARTICLE [You must be logged in to view images. Log in or Register.]

Well I didn't mean all sums were associative if convergent. I was referring to alternating series as we see here.

Here is the proof of convergence:

http://www.wolframalpha.com/input/?i...n-%3Einfinity+

That's not a series, that's a sequence. Also, you put absolute value bars over it so that every term would be equal to 1. This is the correct way to input it into Wolfram: http://www.wolframalpha.com/input/?i=sum+of+%28-1%29^n

PS: I 100% fully realize that this is a troll (probably naez, maybe japan or ironlion).

[GODPARTICLE]

Originally Posted by Lazortag [You must be logged in to view images. Log in or Register.]

That's not a series, that's a sequence. Also, you put absolute value bars over it so that every term would be equal to 1. This is the correct way to input it into Wolfram: http://www.wolframalpha.com/input/?i=sum+of+%28-1%29^n

PS: I 100% fully realize that this is a troll (probably naez, maybe japan or ironlion).

Yes I know it was a sequence I didn't know how to do summation on WolframAlpha. The correct summation would be:

sum of (-1+1)^n

Which does diverge via geometrical multiplicity but not arithmetically. Since we are not talking about a coordinate vector or plane of any sort, the proof stands.

[GODPARTICLE]

Also absolute value signs are part of the calculus test for divergence.