GSoC : Improving Polynomial GCD and Univariate Polynomials over Algebraic Structures

[kevin andre]

email : ndje...@gmail.com

Greeting to the SymPy Community,

My name is NYEMB NDJEM EONE ANDRE KEVIN, I desire to contribute in Improving the high priority Polynomial GCD and the mathematics Univariate Polynomials Over Algebraic Structures.

Please, I desire more information about what is actually implemented in the modules and what achievement the community desire.

Particularly, for the theme Univariate polynomials over algebraic domains", please give me the different objectives of this new implementation in order to propose a better representation and algorithms.

I have strong interest in the proposed ideas and personnal engagment in building key mathematics assets.

Pending your response to strengthen our ideas.

[Oscar Benjamin]

On Mon, 4 Apr 2022 at 20:38, kevin andre <ak650...@gmail.com> wrote:
>
> email : ndje...@gmail.com
>
> Greeting to the SymPy Community,
>
> My name is NYEMB NDJEM EONE ANDRE KEVIN, I desire to contribute in Improving the high priority Polynomial GCD and the mathematics Univariate Polynomials Over Algebraic Structures.

Hi Nyemb,

> Please, I desire more information about what is actually implemented in the modules and what achievement the community desire.
> Particularly, for the theme Univariate polynomials over algebraic domains", please give me the different objectives of this new implementation in order to propose a better representation and algorithms.

It's not clear to me what you are asking about. I have tried to
explain what sorts of things are needed here:
https://github.com/sympy/sympy/issues/23131

There are many references to textbooks and papers there. I would
recommend reading at least some chapters of one of those textbooks (I
was able to access them electronically online).

Also there is a link to this page in the docs which explains the
current structure in sympy:
https://docs.sympy.org/latest/modules/polys/domainsintro.html

Beyond that I suggest looking into the code itself to see what is there.

--
Oscar