-
I have a system of polynomials of some moderate size that needs solving, i.e. find all roots. It would be in 2 or 3 variables (i.e. $x, y, z$) with orders of 2, 4, 16 (probably not higher).
Can thi…
-
The following polynomial system quickly runs out of memory when solving for the groebner basis:
```julia
julia> @polyvar A[1:6] b[1:4]
julia> polys = [(-(1//1) + b[1] + b[2] + b[3] + b[4])^2
…
-
It would be nice to have an implementation independent interface for solving systems of polynomial equations. There will soon be an implementation here using the classical Groebner basis method and re…
-
(I think it's worthwhile to keep this comment around in a more prominent way.)
As an aside I think that the whole approach of solveset's trig handling is broken. It would be better to handle these …
-
I requested this feature firstly [here in the Mailing list](https://groups.google.com/forum/#!topic/sympy/X3h38SqQBCo) and [this Reddit post](https://www.reddit.com/r/Python/comments/92cehq/using_symp…
-
# Issue Title
Create Fractional Riccati Differential Equation Solver using Jacobi Tau Method
## Issue Description
### Overview
Develop a solver for fractional Riccati differential equations (FREs) ba…
-
Hi,
Does Flint have multi-point evaluation of multivariate polynomials at geometric sequences over finite fields ?
For example, something like the matrix-vector product with a transposed Vander…
-
* [ ] Polynomials
* [ ] Factorization
* [ ] Square-free decomposition
* [x] Grobner bases
* [ ] Partial fraction decomposition
* [ ] Resultants
* [ ] Rootfinding
* [ ] Calculus
* [ ] Lim…
-
We should consider whether this piece of code can be completely rewritten:
https://github.com/sympy/sympy/blob/28c622d943072bb24d198d323ce8694b006e8960/sympy/solvers/solvers.py#L1869-L1896
So we hav…
-
This looks like a good spot to implement equation solving. Similar to https://docs.sympy.org/latest/modules/solvers/solvers.html .
- [ ] Polynomials
- [ ] Nonlinear 1D equations
- [ ] Systems of …