package aima.core.logic.fol.kb.data;
import java.util.ArrayList;
import java.util.Collections;
import java.util.Comparator;
import java.util.HashMap;
import java.util.HashSet;
import java.util.LinkedHashMap;
import java.util.LinkedHashSet;
import java.util.List;
import java.util.Map;
import java.util.Set;
import aima.core.logic.fol.StandardizeApart;
import aima.core.logic.fol.StandardizeApartIndexical;
import aima.core.logic.fol.StandardizeApartIndexicalFactory;
import aima.core.logic.fol.SubstVisitor;
import aima.core.logic.fol.Unifier;
import aima.core.logic.fol.VariableCollector;
import aima.core.logic.fol.inference.proof.ProofStep;
import aima.core.logic.fol.inference.proof.ProofStepClauseBinaryResolvent;
import aima.core.logic.fol.inference.proof.ProofStepClauseFactor;
import aima.core.logic.fol.inference.proof.ProofStepPremise;
import aima.core.logic.fol.parsing.FOLVisitor;
import aima.core.logic.fol.parsing.ast.AtomicSentence;
import aima.core.logic.fol.parsing.ast.ConnectedSentence;
import aima.core.logic.fol.parsing.ast.Constant;
import aima.core.logic.fol.parsing.ast.Function;
import aima.core.logic.fol.parsing.ast.NotSentence;
import aima.core.logic.fol.parsing.ast.Predicate;
import aima.core.logic.fol.parsing.ast.QuantifiedSentence;
import aima.core.logic.fol.parsing.ast.Term;
import aima.core.logic.fol.parsing.ast.TermEquality;
import aima.core.logic.fol.parsing.ast.Variable;
import aima.core.util.math.MixedRadixNumber;
/**
* A Clause: A disjunction of literals.
*
*
* @author Ciaran O'Reilly
*
*/
public class Clause {
//
private static StandardizeApartIndexical _saIndexical = StandardizeApartIndexicalFactory
.newStandardizeApartIndexical('c');
private static Unifier _unifier = new Unifier();
private static SubstVisitor _substVisitor = new SubstVisitor();
private static VariableCollector _variableCollector = new VariableCollector();
private static StandardizeApart _standardizeApart = new StandardizeApart();
private static LiteralsSorter _literalSorter = new LiteralsSorter();
//
private final Set<Literal> literals = new LinkedHashSet<Literal>();
private final List<Literal> positiveLiterals = new ArrayList<Literal>();
private final List<Literal> negativeLiterals = new ArrayList<Literal>();
private boolean immutable = false;
private boolean saCheckRequired = true;
private String equalityIdentity = "";
private Set<Clause> factors = null;
private Set<Clause> nonTrivialFactors = null;
private String stringRep = null;
private ProofStep proofStep = null;
public Clause() {
// i.e. the empty clause
}
public Clause(List<Literal> lits) {
this.literals.addAll(lits);
for (Literal l : literals) {
if (l.isPositiveLiteral()) {
this.positiveLiterals.add(l);
} else {
this.negativeLiterals.add(l);
}
}
recalculateIdentity();
}
public Clause(List<Literal> lits1, List<Literal> lits2) {
literals.addAll(lits1);
literals.addAll(lits2);
for (Literal l : literals) {
if (l.isPositiveLiteral()) {
this.positiveLiterals.add(l);
} else {
this.negativeLiterals.add(l);
}
}
recalculateIdentity();
}
public ProofStep getProofStep() {
if (null == proofStep) {
// Assume was a premise
proofStep = new ProofStepPremise(this);
}
return proofStep;
}
public void setProofStep(ProofStep proofStep) {
this.proofStep = proofStep;
}
public boolean isImmutable() {
return immutable;
}
public void setImmutable() {
immutable = true;
}
public boolean isStandardizedApartCheckRequired() {
return saCheckRequired;
}
public void setStandardizedApartCheckNotRequired() {
saCheckRequired = false;
}
public boolean isEmpty() {
return literals.size() == 0;
}
public boolean isUnitClause() {
return literals.size() == 1;
}
public boolean isDefiniteClause() {
// A Definite Clause is a disjunction of literals of which exactly 1 is
// positive.
return !isEmpty() && positiveLiterals.size() == 1;
}
public boolean isImplicationDefiniteClause() {
// An Implication Definite Clause is a disjunction of literals of
// which exactly 1 is positive and there is 1 or more negative
// literals.
return isDefiniteClause() && negativeLiterals.size() >= 1;
}
public boolean isHornClause() {
// A Horn clause is a disjunction of literals of which at most one is
// positive.
return !isEmpty() && positiveLiterals.size() <= 1;
}
public boolean isTautology() {
for (Literal pl : positiveLiterals) {
// Literals in a clause must be exact complements
// for tautology elimination to apply. Do not
// remove non-identical literals just because
// they are complements under unification, see pg16:
// http://logic.stanford.edu/classes/cs157/2008/notes/chap09.pdf
for (Literal nl : negativeLiterals) {
if (pl.getAtomicSentence().equals(nl.getAtomicSentence())) {
return true;
}
}
}
return false;
}
public void addLiteral(Literal literal) {
if (isImmutable()) {
throw new IllegalStateException(
"Clause is immutable, cannot be updated.");
}
int origSize = literals.size();
literals.add(literal);
if (literals.size() > origSize) {
if (literal.isPositiveLiteral()) {
positiveLiterals.add(literal);
} else {
negativeLiterals.add(literal);
}
}
recalculateIdentity();
}
public void addPositiveLiteral(AtomicSentence atom) {
addLiteral(new Literal(atom));
}
public void addNegativeLiteral(AtomicSentence atom) {
addLiteral(new Literal(atom, true));
}
public int getNumberLiterals() {
return literals.size();
}
public int getNumberPositiveLiterals() {
return positiveLiterals.size();
}
public int getNumberNegativeLiterals() {
return negativeLiterals.size();
}
public Set<Literal> getLiterals() {
return Collections.unmodifiableSet(literals);
}
public List<Literal> getPositiveLiterals() {
return Collections.unmodifiableList(positiveLiterals);
}
public List<Literal> getNegativeLiterals() {
return Collections.unmodifiableList(negativeLiterals);
}
public Set<Clause> getFactors() {
if (null == factors) {
calculateFactors(null);
}
return Collections.unmodifiableSet(factors);
}
public Set<Clause> getNonTrivialFactors() {
if (null == nonTrivialFactors) {
calculateFactors(null);
}
return Collections.unmodifiableSet(nonTrivialFactors);
}
public boolean subsumes(Clause othC) {
boolean subsumes = false;
// Equality is not subsumption
if (!(this == othC)) {
// Ensure this has less literals total and that
// it is a subset of the other clauses positive and negative counts
if (this.getNumberLiterals() < othC.getNumberLiterals()
&& this.getNumberPositiveLiterals() <= othC
.getNumberPositiveLiterals()
&& this.getNumberNegativeLiterals() <= othC
.getNumberNegativeLiterals()) {
Map<String, List<Literal>> thisToTry = collectLikeLiterals(this.literals);
Map<String, List<Literal>> othCToTry = collectLikeLiterals(othC.literals);
// Ensure all like literals from this clause are a subset
// of the other clause.
if (othCToTry.keySet().containsAll(thisToTry.keySet())) {
boolean isAPossSubset = true;
// Ensure that each set of same named literals
// from this clause is a subset of the other
// clauses same named literals.
for (String pk : thisToTry.keySet()) {
if (thisToTry.get(pk).size() > othCToTry.get(pk).size()) {
isAPossSubset = false;
break;
}
}
if (isAPossSubset) {
// At this point I know this this Clause's
// literal/arity names are a subset of the
// other clauses literal/arity names
subsumes = checkSubsumes(othC, thisToTry, othCToTry);
}
}
}
}
return subsumes;
}
// Note: Applies binary resolution rule
// Note: returns a set with an empty clause if both clauses
// are empty, otherwise returns a set of binary resolvents.
public Set<Clause> binaryResolvents(Clause othC) {
Set<Clause> resolvents = new LinkedHashSet<Clause>();
// Resolving two empty clauses
// gives you an empty clause
if (isEmpty() && othC.isEmpty()) {
resolvents.add(new Clause());
return resolvents;
}
// Ensure Standardized Apart
// Before attempting binary resolution
othC = saIfRequired(othC);
List<Literal> allPosLits = new ArrayList<Literal>();
List<Literal> allNegLits = new ArrayList<Literal>();
allPosLits.addAll(this.positiveLiterals);
allPosLits.addAll(othC.positiveLiterals);
allNegLits.addAll(this.negativeLiterals);
allNegLits.addAll(othC.negativeLiterals);
List<Literal> trPosLits = new ArrayList<Literal>();
List<Literal> trNegLits = new ArrayList<Literal>();
List<Literal> copyRPosLits = new ArrayList<Literal>();
List<Literal> copyRNegLits = new ArrayList<Literal>();
for (int i = 0; i < 2; i++) {
trPosLits.clear();
trNegLits.clear();
if (i == 0) {
// See if this clauses positives
// unify with the other clauses
// negatives
trPosLits.addAll(this.positiveLiterals);
trNegLits.addAll(othC.negativeLiterals);
} else {
// Try the other way round now
trPosLits.addAll(othC.positiveLiterals);
trNegLits.addAll(this.negativeLiterals);
}
// Now check to see if they resolve
Map<Variable, Term> copyRBindings = new LinkedHashMap<Variable, Term>();
for (Literal pl : trPosLits) {
for (Literal nl : trNegLits) {
copyRBindings.clear();
if (null != _unifier.unify(pl.getAtomicSentence(),
nl.getAtomicSentence(), copyRBindings)) {
copyRPosLits.clear();
copyRNegLits.clear();
boolean found = false;
for (Literal l : allPosLits) {
if (!found && pl.equals(l)) {
found = true;
continue;
}
copyRPosLits.add(_substVisitor.subst(copyRBindings,
l));
}
found = false;
for (Literal l : allNegLits) {
if (!found && nl.equals(l)) {
found = true;
continue;
}
copyRNegLits.add(_substVisitor.subst(copyRBindings,
l));
}
// Ensure the resolvents are standardized apart
Map<Variable, Term> renameSubstitituon = _standardizeApart
.standardizeApart(copyRPosLits, copyRNegLits,
_saIndexical);
Clause c = new Clause(copyRPosLits, copyRNegLits);
c.setProofStep(new ProofStepClauseBinaryResolvent(c,
pl, nl, this, othC, copyRBindings,
renameSubstitituon));
if (isImmutable()) {
c.setImmutable();
}
if (!isStandardizedApartCheckRequired()) {
c.setStandardizedApartCheckNotRequired();
}
resolvents.add(c);
}
}
}
}
return resolvents;
}
@Override
public String toString() {
if (null == stringRep) {
List<Literal> sortedLiterals = new ArrayList<Literal>(literals);
Collections.sort(sortedLiterals, _literalSorter);
stringRep = sortedLiterals.toString();
}
return stringRep;
}
@Override
public int hashCode() {
return equalityIdentity.hashCode();
}
@Override
public boolean equals(Object othObj) {
if (null == othObj) {
return false;
}
if (this == othObj) {
return true;
}
if (!(othObj instanceof Clause)) {
return false;
}
Clause othClause = (Clause) othObj;
return equalityIdentity.equals(othClause.equalityIdentity);
}
public String getEqualityIdentity() {
return equalityIdentity;
}
//
// PRIVATE METHODS
//
private void recalculateIdentity() {
synchronized (equalityIdentity) {
// Sort the literals first based on negation, atomic sentence,
// constant, function and variable.
List<Literal> sortedLiterals = new ArrayList<Literal>(literals);
Collections.sort(sortedLiterals, _literalSorter);
// All variables are considered the same as regards
// sorting. Therefore, to determine if two clauses
// are equivalent you need to determine
// the # of unique variables they contain and
// there positions across the clauses
ClauseEqualityIdentityConstructor ceic = new ClauseEqualityIdentityConstructor(
sortedLiterals, _literalSorter);
equalityIdentity = ceic.getIdentity();
// Reset, these as will need to re-calcualte
// if requested for again, best to only
// access lazily.
factors = null;
nonTrivialFactors = null;
// Reset the objects string representation
// until it is requested for.
stringRep = null;
}
}
private void calculateFactors(Set<Clause> parentFactors) {
nonTrivialFactors = new LinkedHashSet<Clause>();
Map<Variable, Term> theta = new HashMap<Variable, Term>();
List<Literal> lits = new ArrayList<Literal>();
for (int i = 0; i < 2; i++) {
lits.clear();
if (i == 0) {
// Look at the positive literals
lits.addAll(positiveLiterals);
} else {
// Look at the negative literals
lits.addAll(negativeLiterals);
}
for (int x = 0; x < lits.size(); x++) {
for (int y = x + 1; y < lits.size(); y++) {
Literal litX = lits.get(x);
Literal litY = lits.get(y);
theta.clear();
Map<Variable, Term> substitution = _unifier.unify(
litX.getAtomicSentence(), litY.getAtomicSentence(),
theta);
if (null != substitution) {
List<Literal> posLits = new ArrayList<Literal>();
List<Literal> negLits = new ArrayList<Literal>();
if (i == 0) {
posLits.add(_substVisitor.subst(substitution, litX));
} else {
negLits.add(_substVisitor.subst(substitution, litX));
}
for (Literal pl : positiveLiterals) {
if (pl == litX || pl == litY) {
continue;
}
posLits.add(_substVisitor.subst(substitution, pl));
}
for (Literal nl : negativeLiterals) {
if (nl == litX || nl == litY) {
continue;
}
negLits.add(_substVisitor.subst(substitution, nl));
}
// Ensure the non trivial factor is standardized apart
Map<Variable, Term> renameSubst = _standardizeApart
.standardizeApart(posLits, negLits,
_saIndexical);
Clause c = new Clause(posLits, negLits);
c.setProofStep(new ProofStepClauseFactor(c, this, litX,
litY, substitution, renameSubst));
if (isImmutable()) {
c.setImmutable();
}
if (!isStandardizedApartCheckRequired()) {
c.setStandardizedApartCheckNotRequired();
}
if (null == parentFactors) {
c.calculateFactors(nonTrivialFactors);
nonTrivialFactors.addAll(c.getFactors());
} else {
if (!parentFactors.contains(c)) {
c.calculateFactors(nonTrivialFactors);
nonTrivialFactors.addAll(c.getFactors());
}
}
}
}
}
}
factors = new LinkedHashSet<Clause>();
// Need to add self, even though a non-trivial
// factor. See: slide 30
// http://logic.stanford.edu/classes/cs157/2008/lectures/lecture10.pdf
// for example of incompleteness when
// trivial factor not included.
factors.add(this);
factors.addAll(nonTrivialFactors);
}
private Clause saIfRequired(Clause othClause) {
// If performing resolution with self
// then need to standardize apart in
// order to work correctly.
if (isStandardizedApartCheckRequired() || this == othClause) {
Set<Variable> mVariables = _variableCollector
.collectAllVariables(this);
Set<Variable> oVariables = _variableCollector
.collectAllVariables(othClause);
Set<Variable> cVariables = new HashSet<Variable>();
cVariables.addAll(mVariables);
cVariables.addAll(oVariables);
if (cVariables.size() < (mVariables.size() + oVariables.size())) {
othClause = _standardizeApart.standardizeApart(othClause,
_saIndexical);
}
}
return othClause;
}
private Map<String, List<Literal>> collectLikeLiterals(Set<Literal> literals) {
Map<String, List<Literal>> likeLiterals = new HashMap<String, List<Literal>>();
for (Literal l : literals) {
// Want to ensure P(a, b) is considered different than P(a, b, c)
// i.e. consider an atom's arity P/#.
String literalName = (l.isNegativeLiteral() ? "~" : "")
+ l.getAtomicSentence().getSymbolicName() + "/"
+ l.getAtomicSentence().getArgs().size();
List<Literal> like = likeLiterals.get(literalName);
if (null == like) {
like = new ArrayList<Literal>();
likeLiterals.put(literalName, like);
}
like.add(l);
}
return likeLiterals;
}
private boolean checkSubsumes(Clause othC,
Map<String, List<Literal>> thisToTry,
Map<String, List<Literal>> othCToTry) {
boolean subsumes = false;
List<Term> thisTerms = new ArrayList<Term>();
List<Term> othCTerms = new ArrayList<Term>();
// Want to track possible number of permuations
List<Integer> radices = new ArrayList<Integer>();
for (String literalName : thisToTry.keySet()) {
int sizeT = thisToTry.get(literalName).size();
int sizeO = othCToTry.get(literalName).size();
if (sizeO > 1) {
// The following is being used to
// track the number of permutations
// that can be mapped from the
// other clauses like literals to this
// clauses like literals.
// i.e. n!/(n-r)!
// where n=sizeO and r =sizeT
for (int i = 0; i < sizeT; i++) {
int r = sizeO - i;
if (r > 1) {
radices.add(r);
}
}
}
// Track the terms for this clause
for (Literal tl : thisToTry.get(literalName)) {
thisTerms.addAll(tl.getAtomicSentence().getArgs());
}
}
MixedRadixNumber permutation = null;
long numPermutations = 1L;
if (radices.size() > 0) {
permutation = new MixedRadixNumber(0, radices);
numPermutations = permutation.getMaxAllowedValue() + 1;
}
// Want to ensure none of the othCVariables are
// part of the key set of a unification as
// this indicates it is not a legal subsumption.
Set<Variable> othCVariables = _variableCollector
.collectAllVariables(othC);
Map<Variable, Term> theta = new LinkedHashMap<Variable, Term>();
List<Literal> literalPermuations = new ArrayList<Literal>();
for (long l = 0L; l < numPermutations; l++) {
// Track the other clause's terms for this
// permutation.
othCTerms.clear();
int radixIdx = 0;
for (String literalName : thisToTry.keySet()) {
int sizeT = thisToTry.get(literalName).size();
literalPermuations.clear();
literalPermuations.addAll(othCToTry.get(literalName));
int sizeO = literalPermuations.size();
if (sizeO > 1) {
for (int i = 0; i < sizeT; i++) {
int r = sizeO - i;
if (r > 1) {
// If not a 1 to 1 mapping then you need
// to use the correct permuation
int numPos = permutation
.getCurrentNumeralValue(radixIdx);
othCTerms.addAll(literalPermuations.remove(numPos)
.getAtomicSentence().getArgs());
radixIdx++;
} else {
// is the last mapping, therefore
// won't be on the radix
othCTerms.addAll(literalPermuations.get(0)
.getAtomicSentence().getArgs());
}
}
} else {
// a 1 to 1 mapping
othCTerms.addAll(literalPermuations.get(0)
.getAtomicSentence().getArgs());
}
}
// Note: on unifier
// unifier.unify(P(w, x), P(y, z)))={w=y, x=z}
// unifier.unify(P(y, z), P(w, x)))={y=w, z=x}
// Therefore want this clause to be the first
// so can do the othCVariables check for an invalid
// subsumes.
theta.clear();
if (null != _unifier.unify(thisTerms, othCTerms, theta)) {
boolean containsAny = false;
for (Variable v : theta.keySet()) {
if (othCVariables.contains(v)) {
containsAny = true;
break;
}
}
if (!containsAny) {
subsumes = true;
break;
}
}
// If there is more than 1 mapping
// keep track of where I am in the
// possible number of mapping permutations.
if (null != permutation) {
permutation.increment();
}
}
return subsumes;
}
}
class LiteralsSorter implements Comparator<Literal> {
public int compare(Literal o1, Literal o2) {
int rVal = 0;
// If literals are not negated the same
// then positive literals are considered
// (by convention here) to be of higher
// order than negative literals
if (o1.isPositiveLiteral() != o2.isPositiveLiteral()) {
if (o1.isPositiveLiteral()) {
return 1;
}
return -1;
}
// Check their symbolic names for order first
rVal = o1.getAtomicSentence().getSymbolicName()
.compareTo(o2.getAtomicSentence().getSymbolicName());
// If have same symbolic names
// then need to compare individual arguments
// for order.
if (0 == rVal) {
rVal = compareArgs(o1.getAtomicSentence().getArgs(), o2
.getAtomicSentence().getArgs());
}
return rVal;
}
private int compareArgs(List<Term> args1, List<Term> args2) {
int rVal = 0;
// Compare argument sizes first
rVal = args1.size() - args2.size();
if (0 == rVal && args1.size() > 0) {
// Move forward and compare the
// first arguments
Term t1 = args1.get(0);
Term t2 = args2.get(0);
if (t1.getClass() == t2.getClass()) {
// Note: Variables are considered to have
// the same order
if (t1 instanceof Constant) {
rVal = t1.getSymbolicName().compareTo(t2.getSymbolicName());
} else if (t1 instanceof Function) {
rVal = t1.getSymbolicName().compareTo(t2.getSymbolicName());
if (0 == rVal) {
// Same function names, therefore
// compare the function arguments
rVal = compareArgs(t1.getArgs(), t2.getArgs());
}
}
// If the first args are the same
// then compare the ordering of the
// remaining arguments
if (0 == rVal) {
rVal = compareArgs(args1.subList(1, args1.size()),
args2.subList(1, args2.size()));
}
} else {
// Order for different Terms is:
// Constant > Function > Variable
if (t1 instanceof Constant) {
rVal = 1;
} else if (t2 instanceof Constant) {
rVal = -1;
} else if (t1 instanceof Function) {
rVal = 1;
} else {
rVal = -1;
}
}
}
return rVal;
}
}
class ClauseEqualityIdentityConstructor implements FOLVisitor {
private StringBuilder identity = new StringBuilder();
private int noVarPositions = 0;
private int[] clauseVarCounts = null;
private int currentLiteral = 0;
private Map<String, List<Integer>> varPositions = new HashMap<String, List<Integer>>();
public ClauseEqualityIdentityConstructor(List<Literal> literals,
LiteralsSorter sorter) {
clauseVarCounts = new int[literals.size()];
for (Literal l : literals) {
if (l.isNegativeLiteral()) {
identity.append("~");
}
identity.append(l.getAtomicSentence().getSymbolicName());
identity.append("(");
boolean firstTerm = true;
for (Term t : l.getAtomicSentence().getArgs()) {
if (firstTerm) {
firstTerm = false;
} else {
identity.append(",");
}
t.accept(this, null);
}
identity.append(")");
currentLiteral++;
}
int min, max;
min = max = 0;
for (int i = 0; i < literals.size(); i++) {
int incITo = i;
int next = i + 1;
max += clauseVarCounts[i];
while (next < literals.size()) {
if (0 != sorter.compare(literals.get(i), literals.get(next))) {
break;
}
max += clauseVarCounts[next];
incITo = next; // Need to skip to the end of the range
next++;
}
// This indicates two or more literals are identical
// except for variable naming (note: identical
// same name would be removed as are working
// with sets so don't need to worry about this).
if ((next - i) > 1) {
// Need to check each variable
// and if it has a position within the
// current min/max range then need
// to include its alternative
// sort order positions as well
for (String key : varPositions.keySet()) {
List<Integer> positions = varPositions.get(key);
List<Integer> additPositions = new ArrayList<Integer>();
// Add then subtract for all possible
// positions in range
for (int pos : positions) {
if (pos >= min && pos < max) {
int pPos = pos;
int nPos = pos;
for (int candSlot = i; candSlot < (next - 1); candSlot++) {
pPos += clauseVarCounts[i];
if (pPos >= min && pPos < max) {
if (!positions.contains(pPos)
&& !additPositions.contains(pPos)) {
additPositions.add(pPos);
}
}
nPos -= clauseVarCounts[i];
if (nPos >= min && nPos < max) {
if (!positions.contains(nPos)
&& !additPositions.contains(nPos)) {
additPositions.add(nPos);
}
}
}
}
}
positions.addAll(additPositions);
}
}
min = max;
i = incITo;
}
// Determine the maxWidth
int maxWidth = 1;
while (noVarPositions >= 10) {
noVarPositions = noVarPositions / 10;
maxWidth++;
}
String format = "%0" + maxWidth + "d";
// Sort the individual position lists
// And then add their string representations
// together
List<String> varOffsets = new ArrayList<String>();
for (String key : varPositions.keySet()) {
List<Integer> positions = varPositions.get(key);
Collections.sort(positions);
StringBuilder sb = new StringBuilder();
for (int pos : positions) {
sb.append(String.format(format, pos));
}
varOffsets.add(sb.toString());
}
Collections.sort(varOffsets);
for (int i = 0; i < varOffsets.size(); i++) {
identity.append(varOffsets.get(i));
if (i < (varOffsets.size() - 1)) {
identity.append(",");
}
}
}
public String getIdentity() {
return identity.toString();
}
//
// START-FOLVisitor
public Object visitVariable(Variable var, Object arg) {
// All variables will be marked with an *
identity.append("*");
List<Integer> positions = varPositions.get(var.getValue());
if (null == positions) {
positions = new ArrayList<Integer>();
varPositions.put(var.getValue(), positions);
}
positions.add(noVarPositions);
noVarPositions++;
clauseVarCounts[currentLiteral]++;
return var;
}
public Object visitConstant(Constant constant, Object arg) {
identity.append(constant.getValue());
return constant;
}
public Object visitFunction(Function function, Object arg) {
boolean firstTerm = true;
identity.append(function.getFunctionName());
identity.append("(");
for (Term t : function.getTerms()) {
if (firstTerm) {
firstTerm = false;
} else {
identity.append(",");
}
t.accept(this, arg);
}
identity.append(")");
return function;
}
public Object visitPredicate(Predicate predicate, Object arg) {
throw new IllegalStateException("Should not be called");
}
public Object visitTermEquality(TermEquality equality, Object arg) {
throw new IllegalStateException("Should not be called");
}
public Object visitQuantifiedSentence(QuantifiedSentence sentence,
Object arg) {
throw new IllegalStateException("Should not be called");
}
public Object visitNotSentence(NotSentence sentence, Object arg) {
throw new IllegalStateException("Should not be called");
}
public Object visitConnectedSentence(ConnectedSentence sentence, Object arg) {
throw new IllegalStateException("Should not be called");
}
// END-FOLVisitor
//
}