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1. data Map k a

   bimaps	Data.Bijection.Map

   A Map from keys k to values a. The Semigroup operation for Map is union, which prefers values from the left operand. If m1 maps a key k to a value a1, and m2 maps the same key to a different value a2, then their union m1 <> m2 maps k to a1.

2. Map :: ExecutionHint

   bloodhound	Database.Bloodhound.Common.Types

   No documentation available.

3. Map :: [(Literal, Literal)] -> Literal

   codec-beam	Codec.Beam

   No documentation available.

4. module Control.Concurrent.Map

   A non-blocking concurrent map from hashable keys to values. The implementation is based on lock-free concurrent hash tries (aka Ctries) as described by:

   • Aleksander Prokopec, Phil Bagwell, Martin Odersky, "Cache-Aware Lock-Free Concurent Hash Tries"
   • Aleksander Prokopec, Nathan G. Bronson, Phil Bagwell, Martin Odersky "Concurrent Tries with Efficient Non-Blocking Snapshots"
   Operations have a worst-case complexity of O(log n), with a base equal to the size of the native Word.

5. data Map k v

   ctrie	Control.Concurrent.Map

   A map from keys k to values v.

6. module Data.Delta.Map

   Delta types for Map.

7. data Map k v

   hashmap	Data.HashMap

   The abstract type of a Map. Its interface is a suitable subset of IntMap.

8. Map :: EDNMap -> Value

   hedn	Data.EDN

   {:a map}
   

9. Map :: EDNMap -> Value

   hedn	Data.EDN.AST.Types.Value

   {:a map}
   

10. data Map ph k v

    justified-containers	Data.Map.Justified

    A Data.Map Map wrapper that allows direct lookup of keys that are known to exist in the map. Here, "direct lookup" means that once a key has been proven to exist in the map, it can be used to extract a value directly from the map, rather than requiring a Maybe layer. Map allows you to shift the burden of proof that a key exists in a map from "prove at every lookup" to "prove once per key".

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