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Nice package! I am trying to implement some custom quadrature rules using quadax. I was trying to understand how you are computing the absolute error in `NestedRule`:
``` python
abserr = jnp.where(
…
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Can we consider renaming [`GLL`](https://github.com/CliMA/ClimaCore.jl/blob/cc105dbb7685aa57fe6fb6e6f6cf0fd62e26e6a0/src/Spaces/quadrature.jl#L45), `LGL`, and [`GL`](https://github.com/CliMA/ClimaCore…
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Since all dual basis functionals can be represented as weighted sums (exploited in #89 ) one could consider directly representing each functional as some kind of `AbstractQuadratureRule`.
However, …
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Right now only one quadrature is supported (Gauss-Legendre) and there is no easy way to use any other. In some situations, we would like to use some spline-specific quadratures, e.g. [optimal rules of…
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```
This is a natural next step after we do this on quads.
I would like to go at least to p = 20, not only for
practical computations but also for various demonstration
purposes.
There is a simple …
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Currently, we use Simpson's rule in some places and Gauss-hermite quadrature in others. We haven't considered the CDF step very much. I am not sure how much error is introduced by this step. Before ex…
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For a variety of reasons, the ability to produce a randomly-generated, angular quadrature for discrete-ordinates calculations is of interest.
Currently, the quadrature classes in Detran follow two …
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**What kind of problems is it mostly used for? Please describe.**
As most of those familiar with Gauss-Legendre quadratures, a one-dimensional integral can be aproximated to `∑(f(xᵢ)*wᵢ)`. where `x…
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**Is your feature request related to a problem? Please describe.**
We (Amazon) are leveraging the external force field for FEM to simulate picking deformables with suction cups. However, we are limit…
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MWE:
```python
coord_element = VectorElement("Lagrange", interval, 1)
mesh = Mesh(coord_element)
element = FiniteElement("Lagrange", interval, 1)
V = FunctionSpace(mesh, element)
u = TrialFu…