Re: VOTE on whether 1/oo = 0

From: Will Twentyman (wtwentyman_at_read.my.sig)
Date: 07/14/04 

Date: Wed, 14 Jul 2004 07:54:16 -0400

Adam wrote:
> Doesn't 1/oo = 0 in inversive geometry?

I'm not familiar with inversive geometry, so I can't say. The only case
that springs to mind is the Riemann Sphere, but that's something I would
consider a somewhat special case. The particular model used seems to
affect what makes sense for 1/oo, if anything.

>
> "Will Twentyman" <wtwentyman@read.my.sig> wrote in message
> news:40f3cbc7$1_1@newsfeed.slurp.net...
>
>>|-|erc wrote:
>>
>>>Please don't justify your answer or cite reasoning to detract from the
>
> next voters opinion.
>
>>>Does 1/oo = 0 ?
>>>
>>>oo = infinity
>>>0 = zero
>>>= = equals
>>>1 = one
>>>
>>>If you're a regular professor here let others vote 1st so as not to
>
> influence the result.
>
>>>Just post YES or NO to be counted
>>>
>>
>>No.
>>
>>--
>>Will Twentyman
>>email: wtwentyman at copper dot net
>>
>
>
> 

-- 
Will Twentyman
email: wtwentyman at copper dot net
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