tskiplist-1.0.1: A Skip List Implementation in Software Transactional Memory (STM)

CopyrightPeter Robinson 2010-2013
LicenseLGPL
MaintainerPeter Robinson <thaldyron@gmail.com>
Stabilityexperimental
Portabilitynon-portable (requires STM)
Safe HaskellNone
LanguageHaskell2010

Control.Concurrent.STM.TSkipList

Contents

Description

This module provides an implementation of a skip list in the STM monad. The elements of the skip list are stored in a TVar.

A skip list is a probabilistic data structure with dictionary operations (similar to Map). In contrast to a balanced tree, a skip list does not need any (expensive) rebalancing operation, which makes it particularly suitable for concurrent programming.

See: William Pugh. Skip Lists: A Probabilistic Alternative to Balanced Trees.

This module should be imported qualified.

Example (GHCi):

t <- newIO :: IO (TSkipList Int String) 
atomically $ sequence_ [ insert i (show i) t | i <- [1..10] ]

putStrLn =<< atomically (toString t)
9
9
3 7 9
1 3 7 9
1 2 3 4 5 6 7 8 9 10

atomically $ delete  7 t
putStrLn =<< atomically (toString t)
9
9
3 9
1 3 9
1 2 3 4 5 6 8 9 10

atomically $ sequence [ lookup i t | i <- [5..10] ]
[Just "5",Just "6",Nothing,Just "8",Just "9",Just "10"]

atomically $ update 8 "X" t
atomically $ filterRange (5,10) t 
["5","6","X","9","10"]

atomically $ maximum t
(10,"10")
Synopsis

Data Type and Construction

data TSkipList k a Source #

A skip list data type.

newIO :: IO (TSkipList k a) Source #

Creates a skiplist. Default values for storing up to 2^16 elements.

newIO' Source #

Arguments

:: Float

Probability for choosing a new level

-> Int

Maximum number of levels.

-> IO (TSkipList k a) 

Creates a skiplist.

new :: STM (TSkipList k a) Source #

Creates a skiplist. Default values for storing up to 2^16 elements.

new' Source #

Arguments

:: Float

Probability for choosing a new level

-> Int

Maximum number of levels

-> STM (TSkipList k a) 

Creates a skiplist.

Operations

insert :: Ord k => k -> a -> TSkipList k a -> STM () Source #

Insertsupdates the value for a specific key. O(log n)/.

lookup :: Ord k => k -> TSkipList k a -> STM (Maybe a) Source #

Searches for a given entry. O(log n).

update :: Ord k => k -> a -> TSkipList k a -> STM () Source #

Updates an element. Throws AssertionFailed if the element is not in the list. O(log n).

delete :: Ord k => k -> TSkipList k a -> STM () Source #

Deletes an element. Does nothing if the element is not found. O(log n).

filter :: Ord k => (k -> Bool) -> TSkipList k a -> STM (Map k a) Source #

Returns all elements that satisfy the predicate on keys. O(n).

filterGT :: Ord k => k -> TSkipList k a -> STM (Map k a) Source #

Returns all elements greater than the key. TODO: currently in O(n), should be made more efficient (like leq)

filterLT :: Ord k => k -> TSkipList k a -> STM (Map k a) Source #

Returns all elements less than the key. Takes O(m) where m is the number of elements that have a smaller key.

filterElems :: Ord k => (k -> a -> Bool) -> TSkipList k a -> STM (Map k a) Source #

Returns all elements that satisfy the predicate on keys and values. O(n).

filterRange :: Ord k => (k, k) -> TSkipList k a -> STM [(k, a)] Source #

Finds all elements within a specific key range (k1,k2). O(log n + k2 - k1).

minimum :: Ord k => TSkipList k a -> STM (k, a) Source #

Returns the minimum entry. O(1).

maximum :: Ord k => TSkipList k a -> STM (k, a) Source #

Returns the maximum entry. O(log n).

Utilities

chooseLevel :: TSkipList k a -> Int Source #

Returns a randomly chosen level. Used for inserting new elements. O(1). For performance reasons, this function uses unsafePerformIO to access the random number generator. (It would be possible to store the random number generator in a TVar and thus be able to access it safely from within the STM monad. This, however, might cause high contention among threads.)

toString :: (Show k, Ord k) => TSkipList k a -> STM String Source #

Returns the skip list as a string.