Here it is.
On Friday, April 3, 2015 at 11:51:24 AM UTC-7, François wrote:
>
> I need the config,log in /home/pi/Desktop/sage-6.5/
> local/var/tmp/sage/build/iml-1.0.4p1 (it may be in
> a subfolder called "src").
>
> François
>
> On Friday, April 3, 2015 at 5:17:37 PM UTC+13, Caleb Reister wrote:
I need the config,log in /home/pi/Desktop/sage-6.5/
local/var/tmp/sage/build/iml-1.0.4p1 (it may be in
a subfolder called "src").
François
On Friday, April 3, 2015 at 5:17:37 PM UTC+13, Caleb Reister wrote:
>
> I’ve tried all of those ideas, and none of them have worked. I have also
> found this
On Fri, 3 Apr 2015, Guillaume CONNAN wrote:
it's to do something like ( P1 * P2 | a ) & P3 + 2
Can you give a concrete example of "P1 * P2 | a"?
If you want to manipulate all coefficients of a polynomial, you can do it
at least like this:
P.=ZZ[]
P1=10*a^2-7*a+3
P2=sum([a^i*(P1[i] | 42) fo
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Le 03/04/2015 11:23, Jori Mantysalo a écrit :
> On Thu, 2 Apr 2015, Guillaume CONNAN wrote:
>
>> is there a library to do some symbolic calculations over integer
>> but with bitwise operations ? I need to work on symbolic
>> polynomials mixing arith
On Thu, 2 Apr 2015, Guillaume CONNAN wrote:
is there a library to do some symbolic calculations over integer but
with bitwise operations ?
I need to work on symbolic polynomials mixing arithmetic + and * and
bitwise >> << & | ^ .
I don't know about a library. But in any case, isn't it quite ea
