Sorry I didn't see this--I wasn't on sage-support until now. I ran
across this thread while searching for something else.
On Nov 3, 12:04 am, Jason Grout wrote:
> On 11/2/10 5:17 PM, D.C. Ernst wrote:
>
> Yes, sagetex should work. You just have to make sure you call the
> actual Sage program fr
Let "N=pq" be RSA modulus with public key "e".
given an instance (x^e mod N, z mod N) where "z" an take value either
(1+x)^2 or any random value, "r" belonging to Z_N, with probability 1/2,
what can be the known best algorithm to distinguish (x^e mod N, (1+x)^2 mod
N) from (x^e mod N, r) ?
--
T
Can you provide the context for this question? Where does it come up?
-Alasdair
On Dec 30, 9:01 pm, Santanu Sarkar
wrote:
> Let "N=pq" be RSA modulus with public key "e".
>
> given an instance (x^e mod N, z mod N) where "z" an take value either
> (1+x)^2 or any random value, "r" belonging to Z
On Monday, December 27, 2010 11:29:25 PM UTC+1, Johhannes wrote:
>
> now I need to get the following equatoin solved:
> v * r = 1 but the type of v * r == 1 is boolean,
>
What do you mean by boolean? You can use integer linear programming to get
a solution to that.
http://sagemath.org/d
One may use the following approach in Sage but will not efficient for larger
e.
R. = PolynomialRing(QQ,3)
ideal = R.ideal([(1+x)^2-y, x^3-z])
list(ideal.elimination_ideal([x]).gens()),
e=3 here.
On 30 December 2010 15:51, Alasdair wrote:
> Can you provide the context for this question? Where do
5. Make a symlink /somewhere/in/PATH/sage -> $SAGE_ROOT/sage
So if the user has ~/bin already in his path, then this could be done
without administrative rights.
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On Dec 30, 2010, at 12:56 PM, Volker Braun wrote:
> 5. Make a symlink /somewhere/in/PATH/sage -> $SAGE_ROOT/sage
>
> So if the user has ~/bin already in his path, then this could be done without
> administrative rights.
I think this is what install_scripts() does, but I could be wrong. Actuall
We discussed this briefly on #sage-devel a couple weeks ago, though
the discussion died out and nobody got around to submitting a trac
ticket about it (probably because it's not really clear which way to
go on this...). Here's the log, which might answer some questions:
http://sage.pastebin.com/EBq
Hi
In order to completing my programming I need to have a random point of
the jacobian group of a hyper elliptic curve.
Is there any function in sage for my programming using? I know there
exist a such function in magma ,but I don't have access to magma.
Thanks
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Hello All
Great for all your help.
I am now able to get notebook.
Actually the problem was: my Work Offline mode was on so I could not start
things.
I unchecked the work offline mode and now things are working.
Thanks to everybody.
Wishes for happy new year.
Regards
Vijay
On Sun, Dec 26, 20
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