From: cFischer <[EMAIL PROTECTED]>
ino-waiting> On Mon-01.05.00-09:55, Ted Powell wrote:
ino-waiting> > Whatever the limits of the Solaris bc are, I would expect to get
something
ino-waiting> > like the following (actual Solaris output) when they are reached:
ino-waiting> > $ bc
ino-waiting> > 10^10000
ino-waiting>
ino-waiting> what is all this math-tender for in the first place?
ino-waiting> are these calculations that a public-key cryptosystem has
ino-waiting> to be capable of?
Oh yes, definitely. I assume you've heard of RSA, and that it uses
pretty big primes to make the key pair from? Here are the formulas
used with no further explanation (using two big primes, p and q, and
a smaller e. m is the message):
n = p*q
d = e^-1 mod e
c = m^e mod n
m = c^d mod n
The last formula should hint on how capable exponentiation has to be,
for example.
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Re: BN functions and Solaris 7 'bc' disagree
Richard Levitte - VMS Whacker Tue, 02 May 2000 12:22:32 -0700
- BN functions and Solaris 7 'bc' disagree Ted Powell
- Re: BN functions and Solaris 7 'bc' dis... Bodo Moeller
- Re: BN functions and Solaris 7 'bc' dis... Michal Trojnara
- RE: BN functions and Solaris 7 'bc' dis... Michael Wojcik
- Re: BN functions and Solaris 7 'bc' dis... Ted Powell
- Re: BN functions and Solaris 7 'bc'... cFischer
- RE: BN functions and Solaris 7 ... Richard Levitte - VMS Whacker
- RE: BN functions and Solaris 7 'bc' dis... Michael Wojcik
- Re: BN functions and Solaris 7 'bc' dis... ino-waiting
