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| package org.sat4j.reader.csp; |
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| |
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| import java.util.HashMap; |
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| import java.util.HashSet; |
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| import java.util.Map; |
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| import java.util.Set; |
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7 |
| |
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8 |
| import org.sat4j.core.VecInt; |
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| import org.sat4j.specs.ContradictionException; |
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10 |
| import org.sat4j.specs.ISolver; |
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| import org.sat4j.specs.IVecInt; |
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| |
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13 |
| public class SupportsGeneralizedACEncoding extends SupportsDirectEncoding { |
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| |
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15 |
0
| public SupportsGeneralizedACEncoding(int[] domains, int nbtuples) {
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16 |
0
| super(domains, nbtuples);
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| } |
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| |
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19 |
0
| @Override
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20 |
| public void toClause(ISolver solver, Var[] vars) |
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21 |
| throws ContradictionException { |
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22 |
0
| Map<Set<Integer>, IVecInt> supports = new HashMap<Set<Integer>, IVecInt>();
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23 |
0
| int[] acc = new int[vars.length];
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24 |
0
| fill(0, vars, acc, supports);
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| |
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26 |
0
| for (int[] tuple : tuples) {
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27 |
0
| for (int i = 0; i < tuple.length; i++) {
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28 |
0
| Set<Integer> set = new HashSet<Integer>();
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29 |
0
| for (int j = 0; j < tuple.length; j++) {
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30 |
0
| if (i != j) {
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31 |
0
| set.add(vars[j].translate(tuple[j]));
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| } |
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33 |
| } |
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34 |
0
| IVecInt support = supports.get(set);
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| assert support!=null; |
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36 |
0
| support.push(vars[i].translate(tuple[i]));
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37 |
| } |
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38 |
| } |
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39 |
| |
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40 |
0
| IVecInt clause = new VecInt();
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41 |
0
| for (Map.Entry<Set<Integer>, IVecInt> entry : supports.entrySet()) {
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42 |
0
| clause.clear();
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43 |
| |
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44 |
0
| for (int p : entry.getKey())
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45 |
0
| clause.push(-p);
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46 |
0
| for (int i : entry.getValue())
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47 |
0
| clause.push(i);
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48 |
0
| solver.addClause(clause);
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49 |
| } |
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50 |
| } |
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51 |
| |
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52 |
0
| private void fill(int n, Var[] vars, int[] acc,
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53 |
| Map<Set<Integer>, IVecInt> supports) { |
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54 |
0
| if (n == vars.length) {
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55 |
0
| for (int j = 0; j < acc.length; j++) {
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56 |
0
| Set<Integer> set = new HashSet<Integer>();
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57 |
0
| for (int i = 0; i < acc.length; i++)
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58 |
0
| if (i != j)
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59 |
0
| set.add(vars[i].translate(acc[i]));
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60 |
0
| supports.put(set, new VecInt());
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61 |
| } |
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62 |
| } else |
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63 |
0
| for (int i : vars[n].domain()) {
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64 |
0
| acc[n] = i;
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65 |
0
| fill(n + 1, vars, acc, supports);
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66 |
| } |
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67 |
| |
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68 |
| } |
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69 |
| } |
