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  1. lookupMin :: MonoidalMap k a -> Maybe (k, a)

    monoidal-containers Data.Map.Monoidal

    No documentation available.

  2. lookupGE :: Ord k => k -> MonoidalMap k a -> Maybe (k, a)

    monoidal-containers Data.Map.Monoidal.Strict

    No documentation available.

  3. lookupGT :: Ord k => k -> MonoidalMap k a -> Maybe (k, a)

    monoidal-containers Data.Map.Monoidal.Strict

    No documentation available.

  4. lookupIndex :: Ord k => k -> MonoidalMap k a -> Maybe Int

    monoidal-containers Data.Map.Monoidal.Strict

    No documentation available.

  5. lookupLE :: Ord k => k -> MonoidalMap k a -> Maybe (k, a)

    monoidal-containers Data.Map.Monoidal.Strict

    No documentation available.

  6. lookupLT :: Ord k => k -> MonoidalMap k a -> Maybe (k, a)

    monoidal-containers Data.Map.Monoidal.Strict

    No documentation available.

  7. lookupMax :: MonoidalMap k a -> Maybe (k, a)

    monoidal-containers Data.Map.Monoidal.Strict

    No documentation available.

  8. lookupMin :: MonoidalMap k a -> Maybe (k, a)

    monoidal-containers Data.Map.Monoidal.Strict

    No documentation available.

  9. lookupGE :: Key -> NEIntMap a -> Maybe (Key, a)

    nonempty-containers Data.IntMap.NonEmpty

    O(log n). Find smallest key greater or equal to the given one and return the corresponding (key, value) pair.

    lookupGE 3 (fromList ((3,'a') :| [(5,'b')])) == Just (3, 'a')
    lookupGE 4 (fromList ((3,'a') :| [(5,'b')])) == Just (5, 'b')
    lookupGE 6 (fromList ((3,'a') :| [(5,'b')])) == Nothing
    

  10. lookupGT :: Key -> NEIntMap a -> Maybe (Key, a)

    nonempty-containers Data.IntMap.NonEmpty

    O(log n). Find smallest key greater than the given one and return the corresponding (key, value) pair.

    lookupGT 4 (fromList ((3,'a') :| [(5,'b')])) == Just (5, 'b')
    lookupGT 5 (fromList ((3,'a') :| [(5,'b')])) == Nothing
    

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