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There should be a proper class for Selmer groups of number fields K(S,m), similar to the existing and related S-unit groups and S-class-group classes: it fits into the short exact sequence
` 1 --…
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If the function `RECOG.simplesocle` in `gap/almostsimple.gi` is called for an abelian group (even a group with nilpotence class smaller than 3?) it runs in an infinite loop.
Can this ever happen?
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I have a few question about the design of the automorphism groups. Assume I have a group `G` and do `A = automorphism_group(G)`. I am assuming that this is our goal as an interface for the user (or ma…
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As discussed in #11474 , SchemeHomset_points_abelian_variety_field is not really a group, but it should be !
However, note that the class of the points of an elliptic curve inherits from AdditiveGr…
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It is shown in Theorem 4.6 that 1571 is indeed equivalent to being an abelian group of exponent 2. This should then imply a specific list of additional laws, which we could enumerate and prove in Lea…
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翻译 WTF zk 教程前20讲： https://github.com/WTFAcademy/WTF-zk
每人最多认领3讲，需要英语流利，并熟悉zk。
翻译流程：先利用chatgpt机翻，然后人工审核。
任务奖励由zkSync提供
Update:
2024.4.30: machine tranlation已经上传到repo: https://github.com/…
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On character group pages the structure of the group (Z/nZ)* is displayed as a product of cyclic groups in which the order of each cyclic factor divides the next (as is done on abstract group pages for…
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Off the top of my head:
- [x] `patch` (so long as it has a `Group` class) (https://github.com/reflex-frp/patch/pull/39)
- [x] `groups` (https://github.com/Taneb/groups/pull/14)
- [x] `group-theor…
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In type theory, there are generally two different ways to construct various algebraic structures such as tensor products of abelian groups, free vector spaces, and polynomial rings: one could either d…
ghost updated
2 years ago
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I stumbled over this repository by chance and have some feedback:
- don't use the `AllGroups` name, it is obsolete and deprecated; use `AllSmallGroups`
- this command can take filters, which is ofte…