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Within LTS Haskell 24.28 (ghc-9.10.3)

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  1. fromListWithL :: (a -> a -> a) -> [(ByteString, a)] -> Trie a

    bytestring-trie Data.Trie.Convenience

    A left-fold variant of fromListWith. Note that the arguments to the combining function are swapped: the first is the value in the trie which has been accumulated from the initial part of the list; the second argument is the "new" value from the remaining tail of the list (just like the first argument to foldl). Thus, fromListL = fromListWithL const.

  2. fromListWithL' :: (a -> a -> a) -> [(ByteString, a)] -> Trie a

    bytestring-trie Data.Trie.Convenience

    A variant of fromListWithL which applies the combining function strictly.

  3. fromList :: [(ByteString, a)] -> Trie a

    bytestring-trie Data.Trie.Internal

    Convert association list into a trie. On key conflict, values earlier in the list shadow later ones.

  4. toList :: Trie a -> [(ByteString, a)]

    bytestring-trie Data.Trie.Internal

    Convert trie into association list. The list is ordered according to the keys. Warning: This function suffers Bug #25.

  5. toListBy :: (ByteString -> a -> b) -> Trie a -> [b]

    bytestring-trie Data.Trie.Internal

    Convert a trie into a list using a function. Resulting values are in key-sorted order. Warning: This function suffers Bug #25.

  6. fromList :: Uniquable a => [(a, b)] -> UniqMap b

    clash-lib Clash.Data.UniqMap

    Convert a list of key-value pairs to a map.

  7. toList :: UniqMap b -> [(Unique, b)]

    clash-lib Clash.Data.UniqMap

    Convert a map to a list of unique-value pairs.

  8. fromList :: (Edge e, Ord n) => [LabeledNode n nl] -> [LabeledEdge e n el] -> Graph e n el nl

    comfort-graph Data.Graph.Comfort

    No documentation available.

  9. fromList :: Ord k => [v] -> (v -> k) -> CompactMap k v

    compactmap Data.CompactMap

    No documentation available.

  10. fromList :: forall (vec :: Type -> Type) v k . (Vector vec v, Ord k) => [v] -> (v -> k) -> CompactMap vec k v

    compactmap Data.CompactMap.Generic

    No documentation available.

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