Factoring

[L. Todd Masco]

jamesd at netcom.com (James A. Donald) writes:
> n is the number of bits, and factoring can be done in considerably less
> than 2^(n/2)
>
> When discussing complexity it is usual to use a measure of problem
> size that corresponds to the physical size of the answer or
> the question.
>
> Thus thus if you are factoring a 1024 bit number, n is 1024, not
> 2^1024

Ah.  Thank you -- it's amazing the number of obviously wrong answers
 I received to my question, all of them taking an authoritative tone
 (from "your algorithm doesn't work" (it does) to "your algorithm takes
 enormous amounts of memory" (in fact, it takes 3n)).

Makes one realize (again) how sceptical one must be towards answers 
 received on the 'net, "even" from cypherpunks.   [This isn't to
 slam anyone, just to suggest that people take a little more time to
 think before hitting the 'r' key.]
--
L. Todd Masco  | Bibliobytes books on computer, on any UNIX host with e-mail
cactus at bb.com  | "Information wants to be free, but authors want to be paid."