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  1. data NumberP

    ace ACE.Types.Syntax

    No documentation available.

  2. NumberP :: !Maybe GeneralizedQuantor -> Integer -> NumberP

    ace ACE.Types.Syntax

    No documentation available.

  3. Number :: (Int, Int) -> Integer -> Token

    ace ACE.Types.Tokens

    No documentation available.

  4. 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

  5. NumberSign :: Char

    ascii-char ASCII.Char

    #

  6. type NumberOfShips = Int

    battleship-combinatorics Combinatorics.Battleship

    No documentation available.

  7. type NumberOfShips = Int

    battleship-combinatorics Combinatorics.Battleship.Fleet

    No documentation available.

  8. module Data.Binary.Parser.Numeric

    Simple, efficient combinator parsing for numeric values.

  9. 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.

  10. 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.

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