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1. module Data.Approximate.Numerics

   These functions provide wildly inaccurate but very fast approximations to common transcendental functions. The algorithms here are based on Martin Ankerl's optimized pow, http://martin.ankerl.com/2007/10/04/optimized-pow-approximation-for-java-and-c-c/ which is in turn based on http://nic.schraudolph.org/pubs/Schraudolph99.pdf

2. NumberSign :: Char

   ascii-char	ASCII.Char

   #

3. type NumberOfShips = Int

   battleship-combinatorics	Combinatorics.Battleship

   No documentation available.

4. type NumberOfShips = Int

   battleship-combinatorics	Combinatorics.Battleship.Fleet

   No documentation available.

5. module Data.Binary.Parser.Numeric

   Simple, efficient combinator parsing for numeric values.

6. class (Floating a, Storable a) => Numeric a

   blas-hs	Blas.Generic.Safe

   Blas operations that are applicable to real and complex numbers. Instances are defined for the 4 types supported by Blas: the single- and double-precision floating point types and their complex versions.

7. class (Floating a, Storable a) => Numeric a

   blas-hs	Blas.Generic.Unsafe

   Blas operations that are applicable to real and complex numbers. Instances are defined for the 4 types supported by Blas: the single- and double-precision floating point types and their complex versions.

8. NumberOfReplicas :: ReplicaCount -> UpdatableIndexSetting

   bloodhound	Database.Bloodhound.Client.Cluster

   The number of replicas each shard has.

9. NumberOfReplicas :: ReplicaCount -> UpdatableIndexSetting

   bloodhound	Database.Bloodhound.Common.Types

   The number of replicas each shard has.

10. Numeric :: Natural -> Part

    cabal-gild	CabalGild.Unstable.Type.VersionRange

    No documentation available.

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