IntSet.java

package client.net.sf.saxon.ce.expr.z;

/**
 * A set of integers represented as int values
 */
public interface IntSet {

    /**
     * Create a copy of this IntSet that leaves the original unchanged.
     * @return an IntSet containing the same integers. The result will not necessarily be the
     * same class as the original. It will either be an immutable object, or a newly constructed
     * object.
     */

    IntSet copy();

    /**
     * Create a copy of this IntSet that contains the same set of integers.
     * @return an IntSet containing the same integers. The result will not necessarily be the
     * same class as the original. It will always be a mutable object
     */

    IntSet mutableCopy();

    /**
     * Clear the contents of the IntSet (making it an empty set)
     */
    void clear();

    /**
     * Get the number of integers in the set
     * @return the size of the set
     */

    int size();

    /**
     * Determine if the set is empty
     * @return true if the set is empty, false if not
     */

    boolean isEmpty();

    /**
     * Determine whether a particular integer is present in the set
     * @param value the integer under test
     * @return true if value is present in the set, false if not
     */

    boolean contains(int value);

    /**
     * Remove an integer from the set
     * @param value the integer to be removed
     * @return true if the integer was present in the set, false if it was not present
     */

    boolean remove(int value);

    /**
     * Add an integer to the set
     * @param value the integer to be added
     * @return true if the integer was added, false if it was already present
     */

    boolean add(int value);

    /**
     * Get an iterator over the values
     * @return an iterator over the integers in the set
     */

    IntIterator iterator();

    /**
     * Form a new set that is the union of this IntSet and another.
     * The result will either be an immutable object, or a newly constructed object.
     * @param other the second set
     * @return the union of the two sets
     */

    IntSet union(IntSet other);

    /**
     * Form a new set that is the intersection of this IntSet and another.
     * The result will either be an immutable object, or a newly constructed object.
     * @param other the second set
     * @return the intersection of the two sets
     */

    IntSet intersect(IntSet other);

    /**
     * Form a new set that is the difference of this set and another set.
     * The result will either be an immutable object, or a newly constructed object.
     * @param other the second set
     * @return the intersection of the two sets
     */

    IntSet except(IntSet other);


    /**
     * Test if this set is a superset of another set
     * @param other the other set
     * @return true if every integer in the other set is also present in this set
     */

    public boolean containsAll(IntSet other);


}

// This Source Code Form is subject to the terms of the Mozilla Public License, v. 2.0. 
// If a copy of the MPL was not distributed with this file, You can obtain one at http://mozilla.org/MPL/2.0/.
// This Source Code Form is “Incompatible With Secondary Licenses”, as defined by the Mozilla Public License, v. 2.0.