// ASM: a very small and fast Java bytecode manipulation framework
// Copyright (c) 2000-2011 INRIA, France Telecom
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package org.objectweb.asm.tree.analysis;

import java.util.AbstractSet;
import java.util.HashSet;
import java.util.Iterator;
import java.util.NoSuchElementException;
import java.util.Set;

An immutable set of at most two elements, optimized for speed compared to a generic set implementation.
Author:Eric Bruneton
/** * An immutable set of at most two elements, optimized for speed compared to a generic set * implementation. * * @author Eric Bruneton */
final class SmallSet<T> extends AbstractSet<T> {
The first element of this set, maybe null.
/** The first element of this set, maybe {@literal null}. */
private final T element1;
The second element of this set, maybe null. If SmallSet<T>.element1 is null then this field must be null, otherwise it must be different from SmallSet<T>.element1.
/** * The second element of this set, maybe {@literal null}. If {@link #element1} is {@literal null} * then this field must be {@literal null}, otherwise it must be different from {@link #element1}. */
private final T element2; // ----------------------------------------------------------------------------------------------- // Constructors // -----------------------------------------------------------------------------------------------
Constructs an empty set.
/** Constructs an empty set. */
SmallSet() { this.element1 = null; this.element2 = null; }
Constructs a set with exactly one element.
Params:
  • element – the unique set element.
/** * Constructs a set with exactly one element. * * @param element the unique set element. */
SmallSet(final T element) { this.element1 = element; this.element2 = null; }
Constructs a new SmallSet.
Params:
/** * Constructs a new {@link SmallSet}. * * @param element1 see {@link #element1}. * @param element2 see {@link #element2}. */
private SmallSet(final T element1, final T element2) { this.element1 = element1; this.element2 = element2; } // ----------------------------------------------------------------------------------------------- // Implementation of the inherited abstract methods // ----------------------------------------------------------------------------------------------- @Override public Iterator<T> iterator() { return new IteratorImpl<>(element1, element2); } @Override public int size() { if (element1 == null) { return 0; } else if (element2 == null) { return 1; } else { return 2; } } // ----------------------------------------------------------------------------------------------- // Utility methods // -----------------------------------------------------------------------------------------------
Returns the union of this set and of the given set.
Params:
  • otherSet – another small set.
Returns:the union of this set and of otherSet.
/** * Returns the union of this set and of the given set. * * @param otherSet another small set. * @return the union of this set and of otherSet. */
Set<T> union(final SmallSet<T> otherSet) { // If the two sets are equal, return this set. if ((otherSet.element1 == element1 && otherSet.element2 == element2) || (otherSet.element1 == element2 && otherSet.element2 == element1)) { return this; } // If one set is empty, return the other. if (otherSet.element1 == null) { return this; } if (element1 == null) { return otherSet; } // At this point we know that the two sets are non empty and are different. // If otherSet contains exactly one element: if (otherSet.element2 == null) { // If this set also contains exactly one element, we have two distinct elements. if (element2 == null) { return new SmallSet<>(element1, otherSet.element1); } // If otherSet is included in this set, return this set. if (otherSet.element1 == element1 || otherSet.element1 == element2) { return this; } } // If this set contains exactly one element, then otherSet contains two elements (because of the // above tests). Thus, if otherSet contains this set, return otherSet: if (element2 == null && (element1 == otherSet.element1 || element1 == otherSet.element2)) { return otherSet; } // At this point we know that there are at least 3 distinct elements, so we need a generic set // to store the result. HashSet<T> result = new HashSet<>(4); result.add(element1); if (element2 != null) { result.add(element2); } result.add(otherSet.element1); if (otherSet.element2 != null) { result.add(otherSet.element2); } return result; } static class IteratorImpl<T> implements Iterator<T> {
The next element to return in next. Maybe null.
/** The next element to return in {@link #next}. Maybe {@literal null}. */
private T firstElement;
The element to return in next, after IteratorImpl<T>.firstElement is returned. If IteratorImpl<T>.firstElement is null then this field must be null, otherwise it must be different from IteratorImpl<T>.firstElement.
/** * The element to return in {@link #next}, after {@link #firstElement} is returned. If {@link * #firstElement} is {@literal null} then this field must be {@literal null}, otherwise it must * be different from {@link #firstElement}. */
private T secondElement; IteratorImpl(final T firstElement, final T secondElement) { this.firstElement = firstElement; this.secondElement = secondElement; } @Override public boolean hasNext() { return firstElement != null; } @Override public T next() { if (firstElement == null) { throw new NoSuchElementException(); } T element = firstElement; firstElement = secondElement; secondElement = null; return element; } @Override public void remove() { throw new UnsupportedOperationException(); } } }