A NumberedSet is a generic container of Objects where each element is identified by an integer id.
/*
* Tiled Map Editor, (c) 2004-2006
*
* This program is free software; you can redistribute it and/or modify
* it under the terms of the GNU General Public License as published by
* the Free Software Foundation; either version 2 of the License, or
* (at your option) any later version.
*
* Adam Turk <aturk@biggeruniverse.com>
* Bjorn Lindeijer <bjorn@lindeijer.nl>
*/
//package tiled.util;
import java.util.Iterator;
import java.util.Vector;
/**
* A NumberedSet is a generic container of Objects where each element is
* identified by an integer id. Unlike with a Vector, the mapping between id and
* element remains unaffected when elements are deleted. This means that the set
* of ids for a NumberedSet may not be contiguous. (A sparse array)
*
* @author rainerd
*/
public class NumberedSet {
private Vector data;
/**
* Constructs a new empty NumberedSet.
*/
public NumberedSet() {
data = new Vector();
}
/**
* Returns the element for a specific element, or null if the id does not
* identify any element in this NumberedSet.
*
* @param id
* @return Object
*/
public Object get(int id) {
try {
return data.get(id);
} catch (ArrayIndexOutOfBoundsException e) {
}
return null;
}
/**
* Returns true if the NumberedSet contains an element for the specified id.
*
* @param id
* @return boolean
*/
public boolean containsId(int id) {
return get(id) != null;
}
/**
* Sets the element for the specified id, replacing any previous element
* that was associated with that id. id should be a relatively small
* positive integer.
*
* @param id
* @param o
* @return int
* @throws IllegalArgumentException
*/
public int put(int id, Object o) throws IllegalArgumentException {
if (id < 0)
throw new IllegalArgumentException();
// Make sure there is sufficient space to overlay
for (int i = id - data.size(); i > 0; i--) {
data.add(null);
}
data.add(id, o);
return id;
}
/**
* Removes the element associated with the given id from the NumberedSet.
*
* todo: this function shifts the ids of any subsequent elements!
*
* @param id
*/
public void remove(int id) {
data.remove(id);
}
/**
* Returns the last id in the NumberedSet that is associated with an
* element, or -1 if the NumberedSet is empty.
*
* @return int
*/
public int getMaxId() {
int maxId = data.size() - 1;
while (maxId >= 0) {
if (data.get(maxId) != null) {
break;
}
maxId--;
}
return maxId;
}
/**
* Returns an iterator to iterate over the elements of the NumberedSet.
*
* @return NumberedSetIterator
*/
public Iterator iterator() {
return data.iterator();
}
/**
* Adds a new element to the NumberedSet and returns its id.
*
* @param o
* @return int
*/
public int add(Object o) {
int id = getMaxId() + 1;
put(id, o);
return id;
}
/**
* Returns the id of the first element of the NumberedSet that is euqal to
* the given object, or -1 otherwise.
*
* @param o
*/
public int indexOf(Object o) {
return data.indexOf(o);
}
/**
* Returns true if at least one element of the NumberedSet is equal to the
* given object.
*/
public boolean contains(Object o) {
return data.contains(o);
}
/**
* If this NumberedSet already contains an element equal to the given
* object, return its id. Otherwise insert the given object into the
* NumberedSet and return its id.
*/
public int findOrAdd(Object o) {
int id = indexOf(o);
if (id != -1)
return id;
return add(o);
}
/**
* Returns the number of actual elements in the NumberedSet.
*
* @return int
*/
public int size() {
return data.size();
}
}
Related examples in the same category
1. | Set, HashSet and TreeSet | | |
2. | Things you can do with Sets | | |
3. | Set operations: union, intersection, difference, symmetric difference, is subset, is superset | | |
4. | Set implementation that use == instead of equals() | | |
5. | Set that compares object by identity rather than equality | | |
6. | Set union and intersection | | |
7. | Set with values iterated in insertion order. | | |
8. | Putting your own type in a Set | | |
9. | Use set | | |
10. | Another Set demo | | |
11. | Set subtraction | | |
12. | Working with HashSet and TreeSet | | |
13. | TreeSet Demo | | |
14. | Show the union and intersection of two sets | | |
15. | Demonstrate the Set interface | | |
16. | Array Set extends AbstractSet | | |
17. | Sync Test | | |
18. | Set Copy | | |
19. | Set and TreeSet | | |
20. | Tail | | |
21. | What you can do with a TreeSet | | |
22. | Remove all elements from a set | | |
23. | Copy all the elements from set2 to set1 (set1 += set2), set1 becomes the union of set1 and set2 | | |
24. | Remove all the elements in set1 from set2 (set1 -= set2), set1 becomes the asymmetric difference of set1 and set2 | | |
25. | Get the intersection of set1 and set2, set1 becomes the intersection of set1 and set2 | | |
26. | Extend AbstractSet to Create Simple Set | | |
27. | Int Set | | |
28. | One Item Set | | |
29. | Small sets whose elements are known to be unique by construction | | |
30. | List Set implements Set | | |
31. | Converts a char array to a Set | | |
32. | Converts a string to a Set | | |
33. | Implements the Set interface, backed by a ConcurrentHashMap instance | | |
34. | An IdentitySet that uses reference-equality instead of object-equality | | |
35. | An implementation of the java.util.Stack based on an ArrayList instead of a Vector, so it is not synchronized to protect against multi-threaded access. | | |
36. | A thin wrapper around a List transforming it into a modifiable Set. | | |
37. | A thread-safe Set that manages canonical objects | | |
38. | This program uses a set to print all unique words in System.in | | |
39. | Indexed Set | | |
40. | An ObjectToSet provides a java.util.Map from arbitrary objects to objects of class java.util.Set. | | |
41. | Sorted Multi Set | | |
42. | Fixed Size Sorted Set | | |
43. | Set operations | | |
44. | Set which counts the number of times a values are added to it. | | |
45. | Set which counts the number of times a values are added to it and assigns them a unique positive index. | | |
46. | Indexed Set | | |
47. | A set acts like array. | | |
48. | Implements a Bloom filter. Which, as you may not know, is a space-efficient structure for storing a set. | | |
49. | Implementation of disjoint-set data structure | | |
50. | Call it an unordered list or a multiset, this collection is defined by oxymorons | | |