please explain

To be honest... I dont really know. It was a research project a friend was working on when he was a student at UC Berkeley. I dont know his advisor or professor... And I dont know if he ever finished it. But what I do know is that he got a national grant to research it. It could be how one can find different values for infinity, but cant say for sure...

Edit: well I looked at zero on wikipedia and there are a shitload of different definitions... interesting read for sure

This post was edited by khemist on Oct 12 2013 12:19am

still the same zero

TheCrimson, you might find this interesting:

1. The Zero
2. Infinitesimal (forever approaching, but never reaching zero)
3. All finite numbers between the infinitesimal and the infinite (including all fractional, irrational and transcendental numbers)
4. Infinite (forever approaching, but never reaching infinity)
5. The Infinity
∞
1. The Void (0)
2. Infinitesimal (forever approaching, but never reaching the void)
3. All that is finite between the infinitesimal and the infinite (including all that is fractional, irrational, and transcendental)
4. Infinite (forever approaching, but never reaching infinity)
5. The Infinity (8)



Infinity is infinity, no matter how you look at it.
∞ ÷ ∞ = ∞
∞ + ∞ = ∞
∞ × ∞ = ∞
∞ - ∞ = ∞

@

if you would spend a tiny fraction of the time you spent learning linguistics on studying science/math you would be able to realise what rubbish you are talking

First off, those statements do not support your previous false statements.

Second off:
0 ÷ 0 ≠ 0
1 - 1 ≠ 1

This post was edited by Azrad on Oct 12 2013 04:40pm