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The `LinearAlgebra.det` method defined in this package is not very good:
1. It's restricted to `Matrix`, so `LinearAlgebra.det` fails for, e.g., `LinearAlgebra.Symmetric` polynomial matrices
2. It…
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I do not understand `num_non_zero_entries`.
For a R1CS instance defined via matrices A,B,C, `num_non_zero_entries` refers to which matrix?
It appears to be essential for the runtime of SNARK proof.…
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@Fe-r-oz , I see you have contributed quite a few different classes of classical ECCs. E.g. in:
- #254
- #256
- #263
- #266
These are quite valuable contributions, but it will take me some …
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The generated functions for evaluating the weights in the Chebyshev polynomials take twice as long to run as the regular functions, but use about the same amount of memory. This may be due to the use…
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As of Sage 10.4, Sage ships FLINT 3.0.1 (update to 3.1.3 in #37203), accepts system FLINT >= 3.0.
Many of the features added in the FLINT 2.x and 3.x series are so far unused in Sage.
Ticke…
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I would like to use rational functions as elements of rational matrices. I wonder if this package is still actively developed and if it can be expected that a registered and fully tested version will…
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I'm computing the rank of matrices with coefficients in a multivariate polynomial ring over `ZZ/2`. Most of the time this is quick, but sometimes it takes much longer. For instance, Macaulay2 1.18 nee…
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While [this line](https://github.com/ApproxFun/ApproxFun.jl/blob/master/src/Spaces/PolynomialSpace.jl#L72) makes the multiplication operator for orthogonal polynomials feel like the underlying recurre…
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``NMOD_RED`` reduces a single limb modulo some given `n`. It currently calls ``NMOD_RED2`` which reduces a two-limb `(a_hi, a_lo)` integer mod `n`, where `a_hi` must be `< n` (when called for ``NMOD_R…
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**This issue is about substructures of extensible structures in general, see discussion starting with the comment of @benjub on 17-Dec-2019.**
The original open point is tracked in issue #1333 now.…