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| Name | Last modified | Size | |
|---|---|---|---|
| Parent Directory | - | ||
| haskell-semigroups-0.18.5-x86_64-1_danix.txz.asc | 2026-07-13 14:43 | 870 | |
| haskell-semigroups-0.18.5-x86_64-1_danix.txz.sha256 | 2026-07-13 12:49 | 111 | |
| haskell-semigroups-0.18.5-x86_64-1_danix.txz.md5 | 2026-07-13 12:49 | 79 | |
| haskell-semigroups-0.18.5-x86_64-1_danix.meta | 2026-07-13 12:49 | 873 | |
| haskell-semigroups-0.18.5-x86_64-1_danix.txt | 2026-07-13 12:49 | 629 | |
| haskell-semigroups-0.18.5-x86_64-1_danix.dep | 2026-07-13 12:49 | 114 | |
| haskell-semigroups-0.18.5-x86_64-1_danix.lst | 2026-07-13 12:49 | 3.4K | |
| haskell-semigroups-0.18.5-x86_64-1_danix.txz | 2026-07-13 12:48 | 46K | |
haskell-semigroups (Anything that associates)
In mathematics, a semigroup is an algebraic structure consisting of
a set together with an associative binary operation. A semigroup
generalizes a monoid in that there might not exist an identity
element. It also (originally) generalized a group (a monoid with all
inverses) to a type where every element did not have to have an
inverse, thus the name semigroup.