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Add a wrapper around Pari's matsolvemod. This returns a small solution to a system of linear congruences of the form A*X = B mod D, where A is an integral matrix, B is an integral vector and D is ei…
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```
sage: SetPartition([["1", 2]])
...
/home/martin/sage-develop/local/lib/python3.7/site-packages/sage/combinat/set_partition.py in __init__(self, parent, s, check)
567 """
568 …
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Here is a list of everything (more or less) that is not documented in Semigroups 3.0.0. Let's tick the box when we've written the doc, and I'll cross out those that won't be documented.
- [x] `Dir…
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There has been an ambiguity whether polymorphic types in Stainless should be countable.
In a variety of scenarios it seems useful to know that there is a natural number (or a sequence of bits) asso…
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On my current `fpsemi-examples` branch, where I import the re
```
from libsemigroups_pybind11 import Sims1, congruence_kind, presentation
from libsemigroups_pybind11.fpsemigroup import make, full…
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In `category_theory.quotient` we currently have a construction of the quotient of a category by an arbitrary relation on the Hom-sets, and half of its universal property (we could also prove the facto…
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- Add more directories
- Move logic code out of canvas.js
- Create main.js file
- Clean up and generalize/abstract away code fragments
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### What would you like to Propose?
**Problem Statement:**
Given several pairwise coprime moduli \( n1, n2, ..., nk \) and integers \( a1, a2, ..., ak \), the goal is to find an integer \( x \) su…
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144 is the largest square in the Fibonacci sequence. This is not going to be completely trivial to prove, because no cheap congruence argument is likely to work: the fact that there _are_ squares in t…