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*/ |
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/* |
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* |
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* (C) Copyright Taligent, Inc. 1996, 1997 - All Rights Reserved |
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* (C) Copyright IBM Corp. 1996 - 2002 - All Rights Reserved |
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* |
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* The original version of this source code and documentation |
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* is copyrighted and owned by Taligent, Inc., a wholly-owned |
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* subsidiary of IBM. These materials are provided under terms |
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* of a License Agreement between Taligent and Sun. This technology |
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* is protected by multiple US and International patents. |
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* |
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* This notice and attribution to Taligent may not be removed. |
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* Taligent is a registered trademark of Taligent, Inc. |
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*/ |
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package sun.text; |
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import java.text.CharacterIterator; |
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import java.util.ArrayList; |
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import java.util.List; |
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import java.util.Stack; |
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*/ |
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public class DictionaryBasedBreakIterator extends RuleBasedBreakIterator { |
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*/ |
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private BreakDictionary dictionary; |
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*/ |
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private boolean[] categoryFlags; |
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*/ |
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private int dictionaryCharCount; |
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*/ |
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private int[] cachedBreakPositions; |
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*/ |
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private int positionInCache; |
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*/ |
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public DictionaryBasedBreakIterator(String ruleFile, byte[] ruleData, |
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String dictionaryFile, byte[] dictionaryData) { |
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super(ruleFile, ruleData); |
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byte[] tmp = super.getAdditionalData(); |
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if (tmp != null) { |
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prepareCategoryFlags(tmp); |
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super.setAdditionalData(null); |
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} |
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dictionary = new BreakDictionary(dictionaryFile, dictionaryData); |
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} |
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private void prepareCategoryFlags(byte[] data) { |
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categoryFlags = new boolean[data.length]; |
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for (int i = 0; i < data.length; i++) { |
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categoryFlags[i] = (data[i] == (byte)1) ? true : false; |
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} |
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} |
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@Override |
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public void setText(CharacterIterator newText) { |
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super.setText(newText); |
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cachedBreakPositions = null; |
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dictionaryCharCount = 0; |
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positionInCache = 0; |
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} |
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*/ |
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@Override |
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public int first() { |
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cachedBreakPositions = null; |
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dictionaryCharCount = 0; |
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positionInCache = 0; |
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return super.first(); |
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} |
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*/ |
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@Override |
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public int last() { |
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cachedBreakPositions = null; |
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dictionaryCharCount = 0; |
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positionInCache = 0; |
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return super.last(); |
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} |
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*/ |
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@Override |
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public int previous() { |
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CharacterIterator text = getText(); |
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// if we have cached break positions and we're still in the range |
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if (cachedBreakPositions != null && positionInCache > 0) { |
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--positionInCache; |
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text.setIndex(cachedBreakPositions[positionInCache]); |
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return cachedBreakPositions[positionInCache]; |
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} |
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// otherwise, dump the cache and use the inherited previous() method to move |
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// backward. This may fill up the cache with new break positions, in which |
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else { |
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cachedBreakPositions = null; |
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int result = super.previous(); |
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if (cachedBreakPositions != null) { |
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positionInCache = cachedBreakPositions.length - 2; |
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} |
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return result; |
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} |
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} |
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*/ |
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@Override |
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public int preceding(int offset) { |
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CharacterIterator text = getText(); |
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checkOffset(offset, text); |
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// if we have no cached break positions, or "offset" is outside the |
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// range covered by the cache, we can just call the inherited routine |
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// (which will eventually call other routines in this class that may |
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if (cachedBreakPositions == null || offset <= cachedBreakPositions[0] || |
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offset > cachedBreakPositions[cachedBreakPositions.length - 1]) { |
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cachedBreakPositions = null; |
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return super.preceding(offset); |
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} |
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// on the other hand, if "offset" is within the range covered by the cache, |
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// then all we have to do is search the cache for the last break position |
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else { |
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positionInCache = 0; |
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while (positionInCache < cachedBreakPositions.length |
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&& offset > cachedBreakPositions[positionInCache]) { |
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++positionInCache; |
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} |
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--positionInCache; |
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text.setIndex(cachedBreakPositions[positionInCache]); |
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return text.getIndex(); |
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} |
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} |
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*/ |
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@Override |
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public int following(int offset) { |
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CharacterIterator text = getText(); |
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checkOffset(offset, text); |
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// if we have no cached break positions, or if "offset" is outside the |
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// range covered by the cache, then dump the cache and call our |
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// inherited following() method. This will call other methods in this |
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if (cachedBreakPositions == null || offset < cachedBreakPositions[0] || |
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offset >= cachedBreakPositions[cachedBreakPositions.length - 1]) { |
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cachedBreakPositions = null; |
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return super.following(offset); |
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} |
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// on the other hand, if "offset" is within the range covered by the |
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// cache, then just search the cache for the first break position |
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else { |
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positionInCache = 0; |
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while (positionInCache < cachedBreakPositions.length |
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&& offset >= cachedBreakPositions[positionInCache]) { |
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++positionInCache; |
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} |
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text.setIndex(cachedBreakPositions[positionInCache]); |
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return text.getIndex(); |
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} |
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} |
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*/ |
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@Override |
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protected int handleNext() { |
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CharacterIterator text = getText(); |
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// if there are no cached break positions, or if we've just moved |
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// off the end of the range covered by the cache, we have to dump |
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if (cachedBreakPositions == null || |
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positionInCache == cachedBreakPositions.length - 1) { |
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// start by using the inherited handleNext() to find a tentative return |
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// value. dictionaryCharCount tells us how many dictionary characters |
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int startPos = text.getIndex(); |
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dictionaryCharCount = 0; |
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int result = super.handleNext(); |
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// if we passed over more than one dictionary character, then we use |
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// divideUpDictionaryRange() to regenerate the cached break positions |
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if (dictionaryCharCount > 1 && result - startPos > 1) { |
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divideUpDictionaryRange(startPos, result); |
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} |
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// otherwise, the value we got back from the inherited fuction |
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else { |
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cachedBreakPositions = null; |
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return result; |
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} |
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} |
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// if the cache of break positions has been regenerated (or existed all |
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// along), then just advance to the next break position in the cache |
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if (cachedBreakPositions != null) { |
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++positionInCache; |
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text.setIndex(cachedBreakPositions[positionInCache]); |
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return cachedBreakPositions[positionInCache]; |
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} |
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return -9999; |
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} |
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*/ |
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@Override |
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protected int lookupCategory(int c) { |
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// this override of lookupCategory() exists only to keep track of whether we've |
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// passed over any dictionary characters. It calls the inherited lookupCategory() |
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// to do the real work, and then checks whether its return value is one of the |
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// categories represented in the dictionary. If it is, bump the dictionary- |
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int result = super.lookupCategory(c); |
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if (result != RuleBasedBreakIterator.IGNORE && categoryFlags[result]) { |
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++dictionaryCharCount; |
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} |
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return result; |
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} |
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*/ |
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@SuppressWarnings("unchecked") |
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private void divideUpDictionaryRange(int startPos, int endPos) { |
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CharacterIterator text = getText(); |
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// the range we're dividing may begin or end with non-dictionary characters |
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// (i.e., for line breaking, we may have leading or trailing punctuation |
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// that needs to be kept with the word). Seek from the beginning of the |
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text.setIndex(startPos); |
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int c = getCurrent(); |
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int category = lookupCategory(c); |
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while (category == IGNORE || !categoryFlags[category]) { |
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c = getNext(); |
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category = lookupCategory(c); |
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} |
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// initialize. We maintain two stacks: currentBreakPositions contains |
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// the list of break positions that will be returned if we successfully |
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// finish traversing the whole range now. possibleBreakPositions lists |
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// all other possible word ends we've passed along the way. (Whenever |
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// we reach an error [a sequence of characters that can't begin any word |
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// in the dictionary], we back up, possibly delete some breaks from |
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// currentBreakPositions, move a break from possibleBreakPositions |
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// to currentBreakPositions, and start over from there. This process |
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// continues in this way until we either successfully make it all the way |
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// across the range, or exhaust all of our combinations of break |
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Stack<Integer> currentBreakPositions = new Stack<>(); |
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Stack<Integer> possibleBreakPositions = new Stack<>(); |
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List<Integer> wrongBreakPositions = new ArrayList<>(); |
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// the dictionary is implemented as a trie, which is treated as a state |
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// machine. -1 represents the end of a legal word. Every word in the |
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// dictionary is represented by a path from the root node to -1. A path |
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int state = 0; |
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// these two variables are used for error handling. We keep track of the |
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// farthest we've gotten through the range being divided, and the combination |
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// of breaks that got us that far. If we use up all possible break |
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// combinations, the text contains an error or a word that's not in the |
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// dictionary. In this case, we "bless" the break positions that got us the |
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// farthest as real break positions, and then start over from scratch with |
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int farthestEndPoint = text.getIndex(); |
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Stack<Integer> bestBreakPositions = null; |
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c = getCurrent(); |
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while (true) { |
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// if we can transition to state "-1" from our current state, we're |
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// on the last character of a legal word. Push that position onto |
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if (dictionary.getNextState(state, 0) == -1) { |
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possibleBreakPositions.push(text.getIndex()); |
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} |
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state = dictionary.getNextStateFromCharacter(state, c); |
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// if the character we're sitting on causes us to transition to |
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// the "end of word" state, then it was a non-dictionary character |
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// and we've successfully traversed the whole range. Drop out |
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if (state == -1) { |
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currentBreakPositions.push(text.getIndex()); |
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break; |
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} |
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// if the character we're sitting on causes us to transition to |
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// the error state, or if we've gone off the end of the range |
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// without transitioning to the "end of word" state, we've hit |
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else if (state == 0 || text.getIndex() >= endPos) { |
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// if this is the farthest we've gotten, take note of it in |
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if (text.getIndex() > farthestEndPoint) { |
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farthestEndPoint = text.getIndex(); |
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@SuppressWarnings("unchecked") |
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Stack<Integer> currentBreakPositionsCopy = (Stack<Integer>) currentBreakPositions.clone(); |
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bestBreakPositions = currentBreakPositionsCopy; |
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} |
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// wrongBreakPositions is a list of all break positions |
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// we've tried starting that didn't allow us to traverse |
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// all the way through the text. Every time we pop a |
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// break position off of currentBreakPositions, we put it |
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// into wrongBreakPositions to avoid trying it again later. |
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// If we make it to this spot, we're either going to back |
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// up to a break in possibleBreakPositions and try starting |
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// over from there, or we've exhausted all possible break |
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// positions and are going to do the fallback procedure. |
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// This loop prevents us from messing with anything in |
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// possibleBreakPositions that didn't work as a starting |
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// point the last time we tried it (this is to prevent a bunch of |
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while (!possibleBreakPositions.isEmpty() |
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&& wrongBreakPositions.contains(possibleBreakPositions.peek())) { |
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possibleBreakPositions.pop(); |
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} |
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// if we've used up all possible break-position combinations, there's |
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// an error or an unknown word in the text. In this case, we start |
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// over, treating the farthest character we've reached as the beginning |
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// of the range, and "blessing" the break positions that got us that |
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if (possibleBreakPositions.isEmpty()) { |
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if (bestBreakPositions != null) { |
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currentBreakPositions = bestBreakPositions; |
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if (farthestEndPoint < endPos) { |
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text.setIndex(farthestEndPoint + 1); |
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} |
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else { |
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break; |
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} |
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} |
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else { |
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if ((currentBreakPositions.size() == 0 || |
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currentBreakPositions.peek().intValue() != text.getIndex()) |
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&& text.getIndex() != startPos) { |
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currentBreakPositions.push(text.getIndex()); |
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} |
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getNext(); |
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currentBreakPositions.push(text.getIndex()); |
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} |
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} |
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// if we still have more break positions we can try, then promote the |
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// last break in possibleBreakPositions into currentBreakPositions, |
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// and get rid of all entries in currentBreakPositions that come after |
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// it. Then back up to that position and start over from there (i.e., |
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else { |
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Integer temp = possibleBreakPositions.pop(); |
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Integer temp2 = null; |
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while (!currentBreakPositions.isEmpty() && temp.intValue() < |
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currentBreakPositions.peek().intValue()) { |
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temp2 = currentBreakPositions.pop(); |
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wrongBreakPositions.add(temp2); |
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} |
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currentBreakPositions.push(temp); |
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text.setIndex(currentBreakPositions.peek().intValue()); |
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} |
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// re-sync "c" for the next go-round, and drop out of the loop if |
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c = getCurrent(); |
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if (text.getIndex() >= endPos) { |
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break; |
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} |
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} |
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// if we didn't hit any exceptional conditions on this last iteration, |
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else { |
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c = getNext(); |
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} |
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} |
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// dump the last break position in the list, and replace it with the actual |
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// end of the range (which may be the same character, or may be further on |
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// because the range actually ended with non-dictionary characters we want to |
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if (!currentBreakPositions.isEmpty()) { |
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currentBreakPositions.pop(); |
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} |
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currentBreakPositions.push(endPos); |
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// create a regular array to hold the break positions and copy |
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// the break positions from the stack to the array (in addition, |
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// our starting position goes into this array as a break position). |
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// This array becomes the cache of break positions used by next() |
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cachedBreakPositions = new int[currentBreakPositions.size() + 1]; |
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cachedBreakPositions[0] = startPos; |
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for (int i = 0; i < currentBreakPositions.size(); i++) { |
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cachedBreakPositions[i + 1] = currentBreakPositions.elementAt(i).intValue(); |
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} |
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positionInCache = 0; |
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} |
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} |