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/** Notice of modification as required by the LGPL
* This file was modified by Gemstone Systems Inc. on
* $Date$
**/
/*
File: Heap.java
Originally written by Doug Lea and released into the public domain.
This may be used for any purposes whatsoever without acknowledgment.
Thanks for the assistance and support of Sun Microsystems Labs,
and everyone contributing, testing, and using this code.
History:
Date Who What
29Aug1998 dl Refactored from BoundedPriorityQueue
08dec2001 dl Null out slots of removed items
03feb2002 dl Also null out in clear
*/
package com.gemstone.org.jgroups.oswego.concurrent;
import java.util.Comparator;
/**
* A heap-based priority queue, without any concurrency control
* (i.e., no blocking on empty/full states).
* This class provides the data structure mechanics for BoundedPriorityQueue.
*
* The class currently uses a standard array-based heap, as described
* in, for example, Sedgewick's Algorithms text. All methods
* are fully synchronized. In the future,
* it may instead use structures permitting finer-grained locking.
*
[ Introduction to this package. ]
**/
public class Heap {
protected Object[] nodes_; // the tree nodes, packed into an array
protected int count_ = 0; // number of used slots
protected final Comparator cmp_; // for ordering
/**
* Create a Heap with the given initial capacity and comparator
* @exception IllegalArgumentException if capacity less or equal to zero
**/
public Heap(int capacity, Comparator cmp)
throws IllegalArgumentException {
if (capacity <= 0) throw new IllegalArgumentException();
nodes_ = new Object[capacity];
cmp_ = cmp;
}
/**
* Create a Heap with the given capacity,
* and relying on natural ordering.
**/
public Heap(int capacity) {
this(capacity, null);
}
/** perform element comaprisons using comparator or natural ordering **/
protected int compare(Object a, Object b) {
if (cmp_ == null)
return ((Comparable)a).compareTo(b);
else
return cmp_.compare(a, b);
}
// indexes of heap parents and children
protected final int parent(int k) { return (k - 1) / 2; }
protected final int left(int k) { return 2 * k + 1; }
protected final int right(int k) { return 2 * (k + 1); }
/**
* insert an element, resize if necessary
**/
public synchronized void insert(Object x) {
if (count_ >= nodes_.length) {
int newcap = 3 * nodes_.length / 2 + 1;
Object[] newnodes = new Object[newcap];
System.arraycopy(nodes_, 0, newnodes, 0, nodes_.length);
nodes_ = newnodes;
}
int k = count_;
++count_;
while (k > 0) {
int par = parent(k);
if (compare(x, nodes_[par]) < 0) {
nodes_[k] = nodes_[par];
k = par;
}
else break;
}
nodes_[k] = x;
}
/**
* Return and remove least element, or null if empty
**/
public synchronized Object extract() {
if (count_ < 1) return null;
int k = 0; // take element at root;
Object least = nodes_[k];
--count_;
Object x = nodes_[count_];
nodes_[count_] = null;
for (;;) {
int l = left(k);
if (l >= count_)
break;
else {
int r = right(k);
int child = (r >= count_ || compare(nodes_[l], nodes_[r]) < 0)? l : r;
if (compare(x, nodes_[child]) > 0) {
nodes_[k] = nodes_[child];
k = child;
}
else break;
}
}
nodes_[k] = x;
return least;
}
/** Return least element without removing it, or null if empty **/
public synchronized Object peek() {
if (count_ > 0)
return nodes_[0];
else
return null;
}
/** Return number of elements **/
public synchronized int size() {
return count_;
}
/** remove all elements **/
public synchronized void clear() {
for (int i = 0; i < count_; ++i)
nodes_[i] = null;
count_ = 0;
}
}