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## Keyword: efficient
### End-to-end codesign of Hessian-aware quantized neural networks for FPGAs and ASICs
- **Authors:** Javier Campos, Zhen Dong, Javier Duarte, Amir Gholami, Michael W. Mahoney,…
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In a recent work [Algebraic cryptanalysis of POSEIDON](https://eprint.iacr.org/2023/537), the authors Ashur, Buschman, and Mahzoun demonstrate that the Grobner basis bounds in the original Poseidon pa…
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The development version of ParameterEstimation.jl causes a segfault in Julia 1.10, but not 1.9.4.
MWE:
```
using Pkg
Pkg.develop("ParameterEstimation")
Pkg.resolve()
Pkg.precompile()
using SI…
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standard_basis accepts a keyword argument ordering containing a module ordering (even based on a local or mixed ring ordering), but ignores it
fragment of Oscar session:
```
julia> r
Multivariat…
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There is something wrong in commit ae5a953 that causes `installPackage "MatrixSchubert"` to have a fatal error. Here is the traceback
```macaulay2
installPackage "MatrixSchubert"
-- warning: symbo…
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**Describe the bug**
Julia complains with a conversion error when one tries to call `gens(I.gb)` where
`I` is of type `MPolyQuoIdeal`. I am looking into it.
**To Reproduce**
One more or less…
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I have a vanishing ideal `V` and I'm trying to compute the dimension of degree `d` polynomials in the quotient ring `ℚ[x,y] / V`. For example, consider the circle:
```julia
julia> @ring! ℚ[x,y]
@ri…
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This works:
```
sage: F. = FreeAlgebra(QQ)
sage: F.g_algebra({})
Noncommutative Multivariate Polynomial Ring in x, y over Rational Field, nc-relations: {}
```
This does not:
```
sage: F. = FreeAl…
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The PoTe and VaPoTe algorithms may hang forever when we compute a Gröbner basis at a precision higher than the cap of the parent.
CC: @sagetrac-TristanVaccon @ThibautVerron
Component: **padics**
…
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I am trying to calculate the Gröbner basis and the Krull dimension of an ideal for polynomials with coefficients in a rational function field. So far this worked for most cases, but in two I get an er…