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Hi,
I want to see if this package can solve a system of 2D compressible ideal magnetohydrodynamic equations in the X-Z plane.
## Problem Description
The original equations are
$$
\begin{a…
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Use PyCIEMSS to solve a discretized PDE as a petrinet.
See [here](https://github.com/DARPA-ASKEM/Model-Representations/pull/77) for a description, and [here](https://github.com/DARPA-ASKEM/Model-R…
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ParMmg doesn't support parallel adaptation in 2D. However, solving 2Ds PDEs in parallel is a standard activity of Firedrake. We should use Python `subprocess` to enable serial adaptation during a para…
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I can't seem to figure out how I can construct a `FieldMatrix` if I have in hand the matrix (or sparsematrix) versions of operator `A`. Is there a way to do that?
cc @Elise-palethorpe
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## Keyword: sgd
### A Convergence Theory for Federated Average: Beyond Smoothness
- **Authors:** Authors: Xiaoxiao Li, Zhao Song, Runzhou Tao, Guangyi Zhang
- **Subjects:** Machine Learning (cs.LG);…
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**Submitting author:** @omlins (Samuel Omlin)
**Repository:** https://github.com/omlins/ParallelStencil.jl
**Branch with paper.md** (empty if default branch): JuliaConProceeding2022
**Version:** v1
*…
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I wonder if it would be useful to add a solver that wraps [Richardson Extrapolation](https://github.com/JuliaMath/Richardson.jl) around another solver. You already have a limited form of this (Rombe…
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You can add math models which helps in financial forcasting.
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We usually don't construct an `A` matrix explicitly. `MLLinOp` is an abstract class, the implementations are in its subclasses.
_Originally posted by @WeiqunZhang in https://github.com/AMR…
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Hello. I want to solve the Helmholtz equation on the square [-1,1] x [-1,1] with the Dirichlet or Neumann boundary conditions where the boundary values are prescribed by the boundary value of a given …