Re: Montgomery reduction/multiplication
- From: "Ioannis" <morpheus@xxxxxxxxxxxx>
- Date: Sat, 25 Jun 2005 21:24:58 +0300
Ο "Jean-Claude Arbaut" <jean-claude.arbaut@xxxxxxxxxxx> έγραψε στο μήνυμα
news:BEE36801.768F%jean-claude.arbaut@xxxxxxxxxxxxxx
>
>
>
>
> On 25/06/2005 19:55, gerard46 wrote:
>
> > --- just to clarify: is 10^10^10 the same as 10^(10^10) ?
>
> Yes. a^b^c^d = a^(b^(c^d)) and so on.
It's the usual convention between Mathematicians, but alternative groupings
can be used, like
((a^b)^c)^d
or
a^(b^c)^d
etc
For any finite such exponential, the number of possible groupings if I
recall right has to do with Catalan numbers.
--
I. N. Galidakis
http://users.forthnet.gr/ath/jgal/
Eventually, _everything_ is understandable
.
- References:
- Montgomery reduction/multiplication
- From: Scott
- Re: Montgomery reduction/multiplication
- From: Daniel McLaury
- Re: Montgomery reduction/multiplication
- From: Phil Carmody
- Re: Montgomery reduction/multiplication
- From: gerard46
- Re: Montgomery reduction/multiplication
- From: Jean-Claude Arbaut
- Montgomery reduction/multiplication
- Prev by Date: Re: Montgomery reduction/multiplication
- Next by Date: Re: Shrieks and splashes
- Previous by thread: Re: Montgomery reduction/multiplication
- Next by thread: Re: Montgomery reduction/multiplication
- Index(es):