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Within LTS Haskell 24.56 (ghc-9.10.3)
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testsuit of protocol-radius haskell package This package provides testsuit of protocol-radius haskell package.
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Reading/Writing OPB/WBO files used in pseudo boolean competition Reading/Writing OPB/WBO files used in pseudo boolean competition
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Bindings for the pthread library. Bindings for the pthread library.
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binding to Simple API of pulseaudio Binding to simple version of client API for the pulseaudio soundserver. Although it does not provide advanced features and some not-so-adavanced features like volume control, it should be enough for simple applications. Confirmed to work on linux(32 bit and 64 bit) with ghc 6.8, 6.10, 7.0.4.
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Generate PureScript data types from Haskell data types Generate PureScript data types from Haskell data types
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Haskell client library for the Pusher Channels HTTP API Functions that correspond to endpoints of the Pusher Channels HTTP API. Messages can be triggered, and information about the channel can be queried. Additionally there are functions for authenticating users of private and presence channels.
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Secure password storage. To store passwords securely, they should be salted, then hashed with a slow hash function. This library uses PBKDF1-SHA256, and handles all the details. It uses the cryptohash package for speed; if you need a pure Haskell library, pwstore-purehaskell has the exact same API, but uses only pure Haskell. It is about 25 times slower than this package, but still quite usable.
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A library for implementing Quantum Algorithms A library useful for implementing Quantum Algorithms. It contains definitions of Quantum Gates, Qubits.
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An implementation of quadratic irrationals A library for exact computation with quadratic irrationals with support for exact conversion from and to (potentially periodic) simple continued fractions. A quadratic irrational is a number that can be expressed in the form
(a + b √c) / d
where a, b and d are integers and c is a square-free natural number. Some examples of such numbers are- 7/2,
- √2,
- (1 + √5)/2 (the golden ratio),
- solutions to quadratic equations with rational constants – the quadratic formula has a familiar shape.
a + 1/(b + 1/(c + 1/(d + 1/(e + …))))
or alternatively written as[a; b, c, d, e, …]
where a is an integer and b, c, d, e, … are positive integers. Every finite SCF represents a rational number and every infinite, periodic SCF represents a quadratic irrational.3.5 = [3; 2] (1+√5)/2 = [1; 1, 1, 1, …] √2 = [1; 2, 2, 2, …]
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queue sheet utility This package provides a utility for creating queue sheets. Please see the README on GitHub at https://github.com/ExtremaIS/queue-sheet-haskell#readme.