PriorityQueue.st
author Claus Gittinger <cg@exept.de>
Fri, 14 Oct 2016 00:46:02 +0200
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#DOCUMENTATION by cg class: PriorityQueue comment/format in: #documentation #examples
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"{ Package: 'stx:libbasic2' }"
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"{ NameSpace: Smalltalk }"
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Collection subclass:#PriorityQueue
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	instanceVariableNames:'size maxSize heap comparator'
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	classVariableNames:''
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	poolDictionaries:''
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	category:'Collections-Ordered'
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!
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!PriorityQueue class methodsFor:'documentation'!
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documentation
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"
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    a priority queue is a collection with a given maximum size
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    which only keeps the maxSize largest values.
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    Only up to maxSize elements are stored at any time.
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    The internal organization is a heap; 
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    eg. elements are not kept sorted internally.
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    When elements are added, a check is made, 
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    if the new element should be kept or not.
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    Finally, when all elements have been added,
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    get the elements in sorted order by repeated calls to removeFirst,
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    which will remove and return the smallest element.
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    [author:]
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        Claus Gittinger
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"
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!
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examples
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"
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  find the 10 largest files in the stx source tree
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                                                            [exBegin]
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    |pq dir|
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    pq := PriorityQueue new:10 comparator:[:a :b | a fileSize > b fileSize].
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    dir := '../../' asFilename.
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    dir directoryContentsAsFilenamesDo:[:eachLib |
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        (eachLib baseName startsWith:'lib') ifTrue:[
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            eachLib filesWithSuffix:'st' do:[:fn |
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                pq add:fn
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            ].
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        ].
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    ].
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    [ pq notEmpty ] whileTrue:[
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        |next|
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        next := pq removeFirst.
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        Transcript show:next fileSize; space; showCR:next pathName
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    ].
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                                                            [exEnd]
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  generate 1 million random numbers and show the 10 largest
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                                                            [exBegin]
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    |pq|
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    pq := PriorityQueue new:10.
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    1000000 timesRepeat:[
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        pq add:(Random nextInteger).
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    ].
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    [ pq notEmpty ] whileTrue:[
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        Transcript showCR:pq removeFirst.
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    ].
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                                                            [exEnd]
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  a little test
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                                                            [exBegin]
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    |pq|
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    #(10 20 30 40 50 60 70 80) permutationsDo:[:p |
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        pq := PriorityQueue new:5.
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        pq addAll:p.
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        self assert:(pq contents copy sort = #(40 50 60 70 80)).
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    ].
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                                                            [exEnd]
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"
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! !
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!PriorityQueue class methodsFor:'instance creation'!
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new:maxSize
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    "retun a new PriorityQueue, which holds at most maxNode elements,
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     the largest one's added"
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    ^ self new initializeFor:maxSize
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!
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new:maxSize comparator:aBlock
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    "retun a new PriorityQueue, which holds at most maxNode elements,
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     the largest one's added"
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    ^ self new initializeFor:maxSize comparator:aBlock
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! !
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!PriorityQueue methodsFor:'adding'!
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add:anElement
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    "if the argument is larger than the currently smallest element,
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     then add it and remove the smallest.
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     Otherwise do nothing"
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    size < maxSize ifTrue:[
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        size := size + 1.
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        heap at:size put:anElement.
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        self upHeap.
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    ] ifFalse:[
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        (comparator value:anElement value:(heap at:1)) ifTrue:[
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            heap at:1 put:anElement.
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            self downHeap.
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        ].
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    ]
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    "
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     |pq|
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     pq := PriorityQueue new:5.
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     pq add:1.
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     pq add:10.
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     pq add:5.
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     pq add:9.
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     pq add:17.
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     pq add:-1.
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     pq add:29.
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     pq
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    "
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!
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isEmpty
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    ^ size == 0
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!
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size
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    ^ size
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! !
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!PriorityQueue methodsFor:'enumerating'!
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do:aBlock
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    heap from:1 to:size do:aBlock
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! !
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!PriorityQueue methodsFor:'initialization'!
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comparator:aBlock
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    comparator := aBlock
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!
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initializeFor:maxSizeArg
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    self assert:(maxSizeArg > 0).
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    heap := Array new:maxSizeArg.
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    maxSize := maxSizeArg.
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    size := 0.
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    comparator := [:a :b | a > b].
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!
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initializeFor:maxSizeArg comparator:aBlock
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    self initializeFor:maxSizeArg.
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    comparator := aBlock
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! !
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!PriorityQueue methodsFor:'private'!
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contents
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    "return the current contents.   
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     It is not sorted by size, but a heap structure"
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    ^ heap
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!
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downHeap
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    "an element was added at the bottom of the heap;
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     shift it to its place"
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    |i j k node|
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    i := 1.
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    node := heap at:i.
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    j := i * 2.
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    k := j + 1.
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    ((k <= size) and:[ comparator value:(heap at:j) value:(heap at:k)]) ifTrue:[
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        j := k
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    ].
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    [ (j <= size) and:[ comparator value:node value:(heap at:j) ]] whileTrue:[
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        heap at:i put:(heap at:j).
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        i := j.
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        j := j * 2.
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        k := j + 1.
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        ((k <= size) and:[ comparator value:(heap at:j) value:(heap at:k)]) ifTrue:[
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            j := k
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        ].
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    ].
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    heap at:i put:node
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!
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upHeap
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    "an element was added to the top of the heap;
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     shift it to its place"
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    |i j node|
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    i := size.
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    node := heap at:i.
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    j := i // 2.
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    [ (j > 0) and:[ comparator value:(heap at:j) value:node ]] whileTrue:[
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        heap at:i put:(heap at:j).
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        i := j.
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        j := j // 2
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    ].
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    heap at:i put:node
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! !
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!PriorityQueue methodsFor:'removing'!
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removeAll
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    size := 0
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!
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removeFirst
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    "removes and returns the smallest element from the priority queue"
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    |rslt|
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    size == 0 ifTrue:[ self emptyCollectionError ].
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    rslt := heap at:1.
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    heap at:1 put:(heap at:size).
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    size := size - 1.
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    self downHeap.
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    ^ rslt
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! !
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!PriorityQueue class methodsFor:'documentation'!
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version
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    ^ '$Header$'
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!
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version_CVS
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    ^ '$Header$'
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! !
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