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packaged for wip by pho. 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.
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1.5 KiB
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22 lines
1.5 KiB
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@comment $NetBSD: PLIST,v 1.1 2014/09/02 20:58:16 szptvlfn Exp $
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lib/semigroups-${PKGVERSION}/${HASKELL_VERSION}/Data/List/NonEmpty.hi
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lib/semigroups-${PKGVERSION}/${HASKELL_VERSION}/Data/Semigroup.hi
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lib/semigroups-${PKGVERSION}/${HASKELL_VERSION}/HSsemigroups-${PKGVERSION}.o
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lib/semigroups-${PKGVERSION}/${HASKELL_VERSION}/libHSsemigroups-${PKGVERSION}.a
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lib/semigroups-${PKGVERSION}/${HASKELL_VERSION}/package-description
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share/doc/semigroups-${PKGVERSION}/LICENSE
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${PLIST.doc}share/doc/semigroups-${PKGVERSION}/html/Data-List-NonEmpty.html
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${PLIST.doc}share/doc/semigroups-${PKGVERSION}/html/Data-Semigroup.html
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${PLIST.doc}share/doc/semigroups-${PKGVERSION}/html/doc-index.html
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${PLIST.doc}share/doc/semigroups-${PKGVERSION}/html/frames.html
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${PLIST.doc}share/doc/semigroups-${PKGVERSION}/html/haddock-util.js
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${PLIST.doc}share/doc/semigroups-${PKGVERSION}/html/hslogo-16.png
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${PLIST.doc}share/doc/semigroups-${PKGVERSION}/html/index-frames.html
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${PLIST.doc}share/doc/semigroups-${PKGVERSION}/html/index.html
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${PLIST.doc}share/doc/semigroups-${PKGVERSION}/html/mini_Data-List-NonEmpty.html
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${PLIST.doc}share/doc/semigroups-${PKGVERSION}/html/mini_Data-Semigroup.html
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${PLIST.doc}share/doc/semigroups-${PKGVERSION}/html/minus.gif
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${PLIST.doc}share/doc/semigroups-${PKGVERSION}/html/ocean.css
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${PLIST.doc}share/doc/semigroups-${PKGVERSION}/html/plus.gif
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${PLIST.doc}share/doc/semigroups-${PKGVERSION}/html/semigroups.haddock
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${PLIST.doc}share/doc/semigroups-${PKGVERSION}/html/synopsis.png
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