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For ASPECT, we need a way to export (parts of) the state of the program in a way that could at least in principle be used to re-generate the current simulation, but in particular also as an exchange f…
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In https://github.com/mratsim/constantine/pull/247
![image](https://github.com/mratsim/constantine/assets/22738317/03d4f3fd-14ba-48d8-ac89-6e51a3eb59fa)
`test_ec_shortweierstrass_projective_mult…
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# Introduction
The reason I'm trying to learn about "polynomial interpolation" is because of [Dark Crystal](https://darkcrystal.pw/), introduced by a friend.
Dark Crystal is a tool for sensitive…
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Deep-copying matrices over laurent-series-rings whose base-rings are GF(pn) with large enough values of p,n, seem to fail for most matrices.
```
sage: import copy
sage: K = GF(41^3)
sage: S. = Laur…
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```
sage: V = FreeModule(QQ, 2)
sage: V.category()
Category of finite dimensional vector spaces with basis over (number fields and quotient fields and metric spaces)
sage: V in Modules(QQ)
True
sag…
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Found while looking at #2091: several of the mesh refinement plugins contain the following test:
```
template
void
CompositionThreshold::tag_additional_cells () const
{
As…
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I expected the following to work, treating 𝔽₈ as an 𝔽₂ vector space:
```
julia> R, x= ResidueRing(ZZ,2)["X"]
(Univariate Polynomial Ring in X over Integers modulo 2, X)
julia> F = FiniteField…
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https://github.com/AztecProtocol/aztec-packages/issues/8969 will require computing the `Point` that backs an `AztecAddress` from its x coordinate, but the x coordinate might not be in the curve in the…
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All,
As Laplacian could be computed using finite difference techniques (e.g., second derivative or first derivative of the first derivative ) or spectral methods, It will be helpful to mention the t…
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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: IIITH
2. #### Approver’…