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free-categories Data.Quiver.Bifunctor A monoidal category structure on the category of quivers. This consists of a product bifunctor, a unit object and structure morphisms, an invertible associator,
qassoc . qdisassoc = id
qdisassoc . qassoc = id
and invertible left and right unitors,qintro1 . qelim1 = id
qelim1 . qintro1 = id
qintro2 . qelim2 = id
qelim2 . qintro2 = id
that satisfy the pentagon equation,qbimap id qassoc . qassoc . qbimap qassoc id = qassoc . qassoc
and the triangle equation,qbimap id qelim1 . qassoc = qbimap qelim2 id
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free-categories Data.Quiver.Functor Map each element of the structure to a Monoid, and combine the results.
mapMonoidMap :: DecidablyEmpty b => (a -> b) -> MonoidMap k a -> MonoidMap k bmonoid-map Data.MonoidMap No documentation available.
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monoid-map Data.MonoidMap No documentation available.
unMonoidMap :: MonoidMap k v -> MonoidalMap k vmonoid-map Data.MonoidMap No documentation available.
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one-liner-instances Data.Monoid.OneLiner If a is a data type with a single constructor whose fields are all instances of Semigroup, then GMonoid a has a Semigroup instance. If a is a data type with a single constructor whose fields are all instances of Monoid, then GMonoid a has a Monoid instance. Will one day be able to be used with DerivingVia syntax, to derive instances automatically.
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one-liner-instances Data.Monoid.OneLiner No documentation available.
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one-liner-instances Data.Monoid.OneLiner No documentation available.