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#### Shorten usage_log event_label fields
The transition from Google's Universal Analytics to Google Analytics 4 is now truncating the display of the event_label field.
This comment proposes rev…
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supersedes #23316.
The [GitLab](../wiki/GitLab) MR is here: https://gitlab.com/sagemath/sage/-/merge_requests/33
Depends on #21413
Depends on #26105
Depends on #33373
Component: **finit…
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Given a homormorphism, a prime `p`, and a degree `n`. Returns a table of the ratio of periodic
points to the number of points in a field of size `p^n`, as it cycles through the range of…
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While one can do
```
gap> Display(SymmetricPower([[1,2],[3,4]],3));
[ [ 1, 2, 4, 8 ],
[ 9, 16, 28, 48 ],
[ 27, 42, 64, 96 ],
[ 27, 36, 48, 64 ] ]
```
it is not docum…
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Inspired by issue #4376:
```
gap> g:=GO(-1,2,257);
GO(-1,2,257)
gap> M:=InvariantQuadraticForm(g).matrix;
[ [ z0, z0 ], [ 0z, z0 ] ]
gap> g.1;
[ [ 126, 15 ], [ 242, 141 ] ]
gap> e:=g.1[1,1]^…
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Current implementation for checking whether a rational map is chebyshev only works for number fields. See https://github.com/sagemath/sage-prod/issues/28292
CC: @Arnabds
Component: **dynamics**…
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I noticed the following with Sage 4.3.5:
```
sage: R = GF(9,name='x')
sage: Q. = PolynomialRing(GF(3))
sage: R2 = GF(9,name='x',modulus=x^2+1)
sage: a=R(x+1)
sage: R2(a)
---------------------------…
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`LibNormal.normal` can still return the wrong base_ring. Two steps to reproduce:
1. Change https://github.com/oscar-system/Singular.jl/blob/4ee35aff18413b4f2c3c7c956810372a520a48e2/src/number/Numbe…
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The following gives an error:
```
sage: R0. = GF(2)[]
sage: k1 = GF(2).extension(z^2+z+1, 'z1')
sage: R1. = k1[]
sage: k2 = k1.extension(z^2+z+k1.gen(), 'z2')
sage: k2
Univariate Quotient Polyn…
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Currently `MatrixGroup` claims to cover only subgroups of the groups `GL(n,q)`, that is, matrix groups over finite fields.
This means that we cannot create for example a matrix group over the Integer…