But you're imaging an attack with a distributed bot net DDoS'ing you,
correct? Couldn't they then also use their botnet to process the
messages faster then normally? They already have the computering
power. Just a minor addon to the bot client app.
Or if it is many requests from one or thousands
Hi,
In order to solve a system of 3 polynomials of order 3
with 3 variables x1, x2 and x3 in the set Z_{2^32} and
coeficients also in Z_{2^32} I used the Mathematica
5.1 function Reduce[...,{x1,x2,x3},Modulus-2^32]. It
is giving the solutions but it is not very fast. I
wanted to programe a
Hi Danilo,
Maybe you should use some other function in Mathematica. Symbolic
solving polynomial equations is a very difficult task (e.g.,
doubly-exponential worst case time complexity). But in this case it
shouldn't take that much time.
Let me notice that Z_{2^32} is not the same as F_{2^32}
Danilo Gligoroski writes:
[...] solve a system of 3 polynomials of order 3
with 3 variables x1, x2 and x3 in the set Z_{2^32} and
coeficients also in Z_{2^32} [...]
Here is a trick that should solve these kinds of equations extremely
quickly. First, you solve the system of equations modulo 2.
On Mon, Aug 14, 2006 at 12:23:03PM +1000, mikeiscool wrote:
But you're imaging an attack with a distributed bot net DDoS'ing you,
correct? Couldn't they then also use their botnet to process the
messages faster then normally? They already have the computering
power. Just a minor addon to the
