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A generic implementation for divisor composition using Cantor's algorithm is currently used. There are more efficient formulas described in field operations that we intend to implement in the genus …
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There is optimised code in p1list.pyx for creating the list of points on P1 over Z/NZ. It would be nice to also have this available as, for instance:
```
sage: P1 = ProjectiveSpace(1, Integers(N))…
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This was requested by several people at Sage Days 14. For specifics and sample "dream code", see Daniel Erman's contribution at http://wiki.sagemath.org/DeformationTheory
The page also refers to r…
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Repro:
BitFunnel: 9e9e96ecb32841c53edc4542813ed1531fd4c4a9
Workbench: 580b74b421254f82348a811d7a886683c54c5a75
StatisticsBuilder c:\git\Wikipedia\Manifest100.txt c:\temp\wiki\out100 -statistics -tex…
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The current implementation of `is_projective` in
```
sage.schemes.generic.algebraic_scheme.AlgebraicScheme
```
is
```
return self.ambient_space().is_projective()
```
which in turn works as
```
…
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Spec doesn't check if a point (ideal) is prime, although check=True by default.
```
sage: Spec(ZZ, check=True)(ZZ.ideal(6))
```
returns a "Point on Spectrum...".
The issue is explained in details …
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We should consider integrating the library ResSing within sage.
I'm not sure what is the best approach, as Suchandan Pal has left academia.
As a safety precaution, I'm attaching the library and htt…
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### Overview
This is a task to organize **documentation** of our the **Image Processing** features in GIL following on structure of the topics as proposed in the 3-volume series of the **Principles o…
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Since #25097 is merged, Sage can use a combination of `e-antic` and `normaliz` through the package `pynormaliz` in order to do computations on polyhedra defined over algebraic vertex coordinates/hyp…
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Add relevant datasets/benchmarks with links to papers.