Closed TristanPfersdorff closed 2 years ago
Merging #89 (56d2048) into main (30aa81a) will increase coverage by
3.04%
. The diff coverage is96.85%
.
@@ Coverage Diff @@
## main #89 +/- ##
==========================================
+ Coverage 93.11% 96.15% +3.04%
==========================================
Files 14 14
Lines 2686 2734 +48
==========================================
+ Hits 2501 2629 +128
+ Misses 185 105 -80
Impacted Files | Coverage Δ | |
---|---|---|
gap/ClassicalMaximals.gi | 96.81% <95.91%> (+13.53%) |
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gap/ClassicalMaximals.gd | 100.00% <100.00%> (ø) |
|
gap/ImprimitiveMatrixGroups.gi | 98.26% <100.00%> (+0.06%) |
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gap/ReducibleMatrixGroups.gi | 98.07% <100.00%> (+0.05%) |
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gap/SemilinearMatrixGroups.gi | 95.17% <100.00%> (-0.07%) |
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gap/SubfieldMatrixGroups.gi | 97.82% <100.00%> (+0.03%) |
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gap/TensorProductMatrixGroups.gi | 98.09% <100.00%> (-0.02%) |
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Alright, changes are implemented. While I was at it, I fixed all instances of silly x := Concatenation(x, ...)
syntax that I could conceivably find with a keen eye and Ctrl + f (about 50 of them, wtf were we doing?!) and replaced it by Append(x, ...)
. I also added the safer checks to disallow stuff like MaximalSubgroupClassRepsSymplecticGroup(n, q, [1,2,4], 5)
to some other functions since those checks are done in a few more functions inside ClassicalMaximals.gi
.
As @maxhauck pointed out to me, not all of the constructed groups had been conjugated to the standard GAP forms after construction, which would cause issues if GAP ever changed its standard form. I hope to have taken care of that in the last commit, though some of the construction functions do not explicitly set the form before conjugating. Presumably, this is because we do not know the form in those cases. That issue should be largely fixed by #88 though.
MaximalSubgroupClassRepsSpecialUnitaryGroup
ClassicalMaximalsGeneric
MaximalSubgroupClassRepsSpecialUnitaryGroup
With this PR, the maximal geometric subgroups of the symplectic groups should be all done.
Checklist for the reviewer
General
Functions constructing generators of maximal subgroups
RECOG.TestGroup
from the recog package.DefaultFieldOfMatrixGroup
returns the correct field.Functions assembling the list of all maximal subgroups of a certain group
The reviewer doesn't need to compare our results to magma's results. That's the job of the person implementing the code.