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< title > IntegerSet< / title >
2013-03-05 17:07:09 +01:00
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< div class = "subTitle" > com.comphenix.protocol.concurrency< / div >
< h2 title = "Class IntegerSet" class = "title" > Class IntegerSet< / h2 >
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< li > java.lang.Object< / li >
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< pre > public class < span class = "strong" > IntegerSet< / span >
extends java.lang.Object< / pre >
< div class = "block" > Represents a very quick integer set that uses a lookup table to store membership.
< p >
This class is intentionally missing a size method.< / div >
< dl > < dt > < span class = "strong" > Author:< / span > < / dt >
< dd > Kristian< / dd > < / dl >
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< td class = "colOne" > < code > < strong > < a href = "../../../../com/comphenix/protocol/concurrency/IntegerSet.html#IntegerSet(int)" > IntegerSet< / a > < / strong > (int maximumCount)< / code >
< div class = "block" > Initialize a lookup table with the given maximum number of elements.< / div >
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< td class = "colFirst" > < code > void< / code > < / td >
< td class = "colLast" > < code > < strong > < a href = "../../../../com/comphenix/protocol/concurrency/IntegerSet.html#add(int)" > add< / a > < / strong > (int element)< / code >
< div class = "block" > Add the given element to the set, or do nothing if it already exists.< / div >
< / td >
< / tr >
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< td class = "colFirst" > < code > void< / code > < / td >
< td class = "colLast" > < code > < strong > < a href = "../../../../com/comphenix/protocol/concurrency/IntegerSet.html#clear()" > clear< / a > < / strong > ()< / code >
< div class = "block" > Remove every element from the set.< / div >
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< / tr >
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< td class = "colFirst" > < code > boolean< / code > < / td >
< td class = "colLast" > < code > < strong > < a href = "../../../../com/comphenix/protocol/concurrency/IntegerSet.html#contains(int)" > contains< / a > < / strong > (int element)< / code >
< div class = "block" > Determine whether or not the given element exists in the set.< / div >
< / td >
< / tr >
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< td class = "colFirst" > < code > void< / code > < / td >
< td class = "colLast" > < code > < strong > < a href = "../../../../com/comphenix/protocol/concurrency/IntegerSet.html#remove(int)" > remove< / a > < / strong > (int element)< / code >
< div class = "block" > Remove the given element from the set, or do nothing if it's already removed.< / div >
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< td class = "colFirst" > < code > java.util.Set< java.lang.Integer> < / code > < / td >
< td class = "colLast" > < code > < strong > < a href = "../../../../com/comphenix/protocol/concurrency/IntegerSet.html#toSet()" > toSet< / a > < / strong > ()< / code >
< div class = "block" > Convert the current IntegerSet to an equivalent HashSet.< / div >
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< code > clone, equals, finalize, getClass, hashCode, notify, notifyAll, toString, wait, wait, wait< / code > < / li >
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< h4 > IntegerSet< / h4 >
< pre > public IntegerSet(int maximumCount)< / pre >
< div class = "block" > Initialize a lookup table with the given maximum number of elements.
< p >
This creates a set for elements in the range [0, count).
< p >
Formally, the current set must be a subset of [0, 1, 2, ..., count - 1].< / div >
< dl > < dt > < span class = "strong" > Parameters:< / span > < / dt > < dd > < code > maximumCount< / code > - - maximum element value and count.< / dd > < / dl >
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< div class = "block" > Determine whether or not the given element exists in the set.< / div >
< dl > < dt > < span class = "strong" > Parameters:< / span > < / dt > < dd > < code > element< / code > - - the element to check. Must be in the range [0, count).< / dd >
< dt > < span class = "strong" > Returns:< / span > < / dt > < dd > TRUE if the given element exists, FALSE otherwise.< / dd > < / dl >
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< div class = "block" > Add the given element to the set, or do nothing if it already exists.< / div >
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< dt > < span class = "strong" > Throws:< / span > < / dt >
< dd > < code > OutOfBoundsException< / code > - If the given element is not in the range [0, count).< / dd > < / dl >
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< div class = "block" > Remove the given element from the set, or do nothing if it's already removed.< / div >
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< h4 > toSet< / h4 >
< pre > public java.util.Set< java.lang.Integer> toSet()< / pre >
< div class = "block" > Convert the current IntegerSet to an equivalent HashSet.< / div >
< dl > < dt > < span class = "strong" > Returns:< / span > < / dt > < dd > The resulting HashSet.< / dd > < / dl >
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