25, 09:38 Sai Chandhrasekhar,
> wrote:
>
>> Is there anyone else here who could help me with this? I am really stuck.
>>
>> On Monday, January 6, 2025 at 12:31:14 AM UTC-8 Sai Chandhrasekhar wrote:
>>
>>> I tried to use solve_left with the 15x16 tau_matrix
Is there anyone else here who could help me with this? I am really stuck.
On Monday, January 6, 2025 at 12:31:14 AM UTC-8 Sai Chandhrasekhar wrote:
> I tried to use solve_left with the 15x16 tau_matrix and the 1x16
> alpha.list() and still got no solutions.
>
> On Sunday, January
I tried to use solve_left with the 15x16 tau_matrix and the 1x16
alpha.list() and still got no solutions.
On Sunday, January 5, 2025 at 4:23:41 PM UTC-8 Kwankyu wrote:
> On Friday, January 3, 2025 at 1:27:47 PM UTC+9 skchandh...@gmail.com
> wrote:
>
> The solution you proposed worked. What is
The solution you proposed worked. What is the explanation for why it worked?
I am now trying to implement Y in SageMath.
B2 = (2*G).basis_function_space()
R. = Fq[]
Q = R.irreducible_element(16)
L. = Fq.extension(Q)
div = Q(x).divisor()
P = None;
for place in div.support():
if(place.degree()
Cross-post
from:
https://ask.sagemath.org/question/80862/implementing-linear-maps-and-their-inverses-in-sagemath-and-magma/
I am currently trying to implement the linear maps in this post:
https://math.stackexchange.com/questions/5015461/computing-the-inverses-of-two-linear-maps
in Magma and S
Can you go into more detail on this?
On Monday, December 16, 2024 at 9:29:13 AM UTC-8 Nils Bruin wrote:
> On Saturday, 14 December 2024 at 09:28:37 UTC-8 skchandh...@gmail.com
> wrote:
>
> I want to compute a single place of degree 8 so I can use it as described
> in the OP.
>
>
> If you w
Is there a way I can take the place I got and input it into future
calculations without having to recalculate it every time I run the code?
On Saturday, December 14, 2024 at 9:28:37 AM UTC-8 Sai Chandhrasekhar wrote:
> I want to compute a single place of degree 8 so I can use it as descri
I want to compute a single place of degree 8 so I can use it as described
in the OP.
On Saturday, December 14, 2024 at 7:48:15 AM UTC-8 Nils Bruin wrote:
> On Friday, 13 December 2024 at 17:48:38 UTC-8 Kwankyu wrote:
>
> On Sat, Dec 14, 2024 at 9:09 AM Sai Chandhrasekhar
> wrote
How long did it take to return?
On Friday, December 13, 2024 at 2:27:58 PM UTC-8 Kwankyu wrote:
> Additional data:
>
> sage: d.dimension()
> 4
>
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I tried doing this and it still takes a long time.
On Tuesday, December 10, 2024 at 11:23:12 PM UTC-8 Nils Bruin wrote:
> On Tuesday, 10 December 2024 at 18:29:14 UTC-8 skchandh...@gmail.com
> wrote:
>
> I am trying to calculate a place of the degree 8 extension field of a
> rational function
I am trying to calculate a place of the degree 8 extension field of a
rational function field over GF(2^16) in SageMath. However, when I do this,
it is taking a very long time and doesn't produce a result even after hours
of computation.
The commands I am running:
sage: F. = FunctionField(GF(2^
Is there a way to do this without trying to manually enumerate them?
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