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It is "finding small integer roots of a bivariate polynomial modulo an integer", however there is no way to specify this integer. Only polynomials over Z (not Z/mZ) are supported.
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Currently we have Math::Primality::BigPolynomial, which basically allows you to create univariate polynomials with Math::GMPz objects as coefficients.
Last night I was going to extract BigPolynomial …
leto updated
11 years ago
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Currently, we sometimes lose entries in the denominator when converting to Singular:
```
sage: k. = GF(11^5)
sage: R. = k[]
sage: R. = R.fraction_field()[]
sage: f = x^4 + 1/(a*t)
sage: f._singular…
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Magma has 'em, so we should to:
http://magma.maths.usyd.edu.au/magma/htmlhelp/text306.htm
Sympy has them:
http://github.com/mattpap/sympy-polys/commit/dc42fd1995c48ad426b6279d3d1914f74e0c329…
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The GAP package [GBNP](https://gap-packages.github.io/gbnp/), according to its documentation, "provides algorithms for computing Gröbner bases of noncommutative polynomials with coefficients from a …
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CC: @AndrewAtLarge @tscrim @mwageringel
Component: **coercion**
Author: **Jeroen Demeyer**
Branch/Commit: **[u/jdemeyer/ticket/25558](https://github.com/sagemath/sagetrac-mirror/tree/u/jdemeye…
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I think we can do any star like geometry as long as we can do the boundary: consider it as
```julia
p(x/z,y/z) = 1
```
for `z = 0..1` (disk being classic example). Then we can construct OPs in 3-v…
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**Issue by [mperrin](https://github.com/mperrin)**
_Tuesday Aug 29, 2017 at 19:43 GMT_
_Originally opened as https://github.com/mperrin/poppy/pull/236_
----
Adds functions for getting Zernike polyn…
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Depends on #29266
Component: **commutative algebra**
Keywords: **padicIMA**
Work Issues: **is the patchbot happy?**
Author: **Julian Rüth**
Branch/Commit: **[u/soehms/25227](https://github.co…
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We've observed an error in gcds for polynomials over `Zmod(5^2)` and `Zmod(5^3)`. This seems to be a problem in FLINT's `nmod_poly_gcd`, since Sage essentially calls that function directly.
```
sa…