DamerauLevenshteinDistance.java
package mtas.codec.util.distance;
import java.io.IOException;
import java.util.Arrays;
import java.util.Map;
import java.util.Map.Entry;
import org.apache.lucene.util.BytesRef;
/**
* The Class DamerauLevenshteinDistance.
*/
public class DamerauLevenshteinDistance extends LevenshteinDistance {
/** The Constant defaultTranspositionDistance. */
protected final static double defaultTranspositionDistance = 1.0;
/** The transposition distance. */
protected double transpositionDistance;
/** The Constant PARAMETER_TRANSPOSITIONDISTANCE. */
protected final static String PARAMETER_TRANSPOSITIONDISTANCE = "transpositionDistance";
/**
* Instantiates a new damerau levenshtein distance.
*
* @param prefix the prefix
* @param base the base
* @param maximum the maximum
* @param parameters the parameters
* @throws IOException Signals that an I/O exception has occurred.
*/
public DamerauLevenshteinDistance(String prefix, String base, Double minimum, Double maximum,
Map<String, String> parameters) throws IOException {
super(prefix, base, minimum, maximum, parameters);
transpositionDistance = defaultTranspositionDistance;
if (parameters != null) {
for (Entry<String, String> entry : parameters.entrySet()) {
if (entry.getKey().equals(PARAMETER_TRANSPOSITIONDISTANCE)) {
transpositionDistance = Double.parseDouble(entry.getValue());
}
}
}
if (transpositionDistance < 0) {
throw new IOException("distances should be zero or positive");
}
}
/*
* (non-Javadoc)
*
* @see
* mtas.codec.util.distance.LevenshteinDistance#validate(org.apache.lucene.
* util.BytesRef)
*/
@Override
public boolean validateMaximum(BytesRef term) {
if (maximum == null) {
return true;
} else {
double[][] state = _start();
char ch1;
char ch2 = 0x00;
int i = term.offset + prefixOffset;
for (; i < term.length; i++) {
ch1 = (char) term.bytes[i];
if (ch1 == 0x00) {
break;
}
state = _step(state, ch1, ch2);
if (!_can_match(state)) {
return false;
}
ch2 = ch1;
}
return _is_match(state);
}
}
@Override
public double compute(BytesRef term) {
double[][] state = _start();
char ch1;
char ch2 = 0x00;
int i = term.offset + prefixOffset;
for (; i < term.length; i++) {
ch1 = (char) term.bytes[i];
if (ch1 == 0x00) {
break;
}
state = _step(state, ch1, ch2);
ch2 = ch1;
}
return _distance(state);
}
/*
* (non-Javadoc)
*
* @see mtas.codec.util.distance.LevenshteinDistance#compute(java.lang.String)
*/
@Override
public double compute(String key) {
double[][] state = _start();
char ch2 = 0x00;
for (char ch1 : key.toCharArray()) {
if (ch1 == 0x00) {
break;
}
state = _step(state, ch1, ch2);
ch2 = ch1;
}
return _distance(state);
}
/**
* Start.
*
* @return the double[][]
*/
private double[][] _start() {
double[][] startState = new double[3][];
startState[0] = new double[initialState.length];
startState[1] = new double[initialState.length];
startState[2] = Arrays.copyOf(initialState, initialState.length);
return startState;
}
/**
* Step.
*
* @param state the state
* @param ch1 the ch 1
* @param ch2 the ch 2
* @return the double[][]
*/
private double[][] _step(double[][] state, char ch1, char ch2) {
double cost;
_shift(state);
state[2][0] = state[1][0] + deletionDistance;
for (int i = 0; i < base.length(); i++) {
cost = (base.charAt(i) == ch1) ? 0 : replaceDistance;
state[2][i + 1] = Math.min(state[2][i] + insertionDistance,
state[1][i] + cost);
state[2][i + 1] = Math.min(state[2][i + 1],
state[1][i + 1] + deletionDistance);
if (i > 0 && ch2 != 0x00 && (base.charAt(i - 1) == ch1)
&& (base.charAt(i) == ch2)) {
state[2][i + 1] = Math.min(state[2][i + 1],
state[0][i - 1] + transpositionDistance);
}
}
return state;
}
/**
* Shift.
*
* @param state the state
*/
private void _shift(double[][] state) {
double[] tmpState = state[0];
state[0] = state[1];
state[1] = state[2];
state[2] = tmpState;
}
/**
* Checks if is match.
*
* @param state the state
* @return true, if successful
*/
private boolean _is_match(double[][] state) {
return state[2][state[2].length - 1] < maximum;
}
/**
* Can match.
*
* @param state the state
* @return true, if successful
*/
private boolean _can_match(double[][] state) {
for (double d : state[2]) {
if (d < maximum) {
return true;
}
}
return false;
}
/**
* Distance.
*
* @param state the state
* @return the double
*/
private double _distance(double[][] state) {
return state[2][state[2].length - 1];
}
}