hackage.haskell.org : recursion-schemes : 5.1.1
Many recursive functions share the same structure, e.g. pattern-match on the input and, depending on the data constructor, either recur on a smaller input or terminate the recursion with the base case. Another one: start with a seed value, use it to produce the first element of an infinite list, and recur on a modified seed in order to produce the rest of the list. Such a structure is called a recursion scheme. Using higher-order functions to implement those recursion schemes makes your code clearer, faster, and safer. See README for details.
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purl: pkg:hackage/recursion-schemes@5.1.1
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v5.1.1
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Dependencies
- base >=4.5 && <5
- base-orphans >=0.5.4 && <0.9
- bifunctors >=4 && <6
- comonad >=4 && <6
- free >=4 && <6
- ghc-prim *
- nats *
- semigroups >=0.10 && <1
- template-haskell >=2.5.0.0 && <2.15
- th-abstraction >=0.2.4 && <0.3
- transformers >=0.3.0.0 && <1
- transformers-compat >=0.3 && <1