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Thanks for this library, is working really well in many cases.
I am facing an issue though with a specific case:
```swift
let solver: Solver = Solver()
let row0 = Varia…
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### Description
When `x^2` coefficient is zero, the equation solver does not work as expected.
It claims that `x` is imaginary and does not tell me the 'roots' of the equation.
As a user, I would e…
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Hi there,
I'm very interested in using your benchmark. It may be of interest to include the Kuramoto-Sivashinsky equation in the benchmark? You can find an implementation (albeit in the torchrl lib…
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**Is your feature request related to a problem? Please describe.**
Allow F0 and F1 to be set in a generic solver. This would allow users to create their own solvers for various problems.
**Describ…
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### Describe new/missing feature
It is known that the Poisson equation has infinite solutions when the boundary conditions like pure neuman are considered. In the Legacy DOLFIN, we use the Lagrange M…
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### Description
When `x^2` coefficient is zero, the equation solver does not work as expected.
It claims that `x` is imaginary and does not tell me the 'roots' of the equation.
As a user, I would e…
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## *Repository Creation Request*
Use this to get your experiment repository created or updated on GitHub under Virtual Labs organization.
1. #### Coordinating Institute: Indian Institute of Techno…
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This idea was previously suggested in #4218.
Since mpmath provides multiprecision interval arithmetic we can use it to implement the interval newton method for numerical solutions of algebraic equa…
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I'm trying to use SymPy to symbolically solve some basic matrix equations. Here's an example, using it to compute the closed-form optimal coefficient vector for least-squares linear regression:
```…