Precomputed Gröbner basis for quantum symmetric groups#5585
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benlorenz merged 12 commits intooscar-system:masterfrom Nov 27, 2025
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Precomputed Gröbner basis for quantum symmetric groups#5585benlorenz merged 12 commits intooscar-system:masterfrom
benlorenz merged 12 commits intooscar-system:masterfrom
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lgoettgens
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Co-authored-by: Benjamin Lorenz <benlorenz@users.noreply.github.com>
lgoettgens
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Co-authored-by: Lars Göttgens <lars.goettgens@gmail.com>
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Looks reasonable! (I did not check all the indices)
On small comment regarding the index function.
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Regarding the indices, all the numbers in the code are lower equal to 5, meaning for bigger n, the structure of the Gröbner basis and the behavior of the code doesn't change. The test I added checks the cases for n=6 and n=5. What I am saying is, I find it highly unlikely that the function is correct for |
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I added the Grő̡̿bner basis from https://arxiv.org/abs/2503.15104 to the quantum symmetric group, as well as some tests.
Additionally, I added the option to use subscript indexing for the quantum symmetric group.