1 | package geniusweb.voting;
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2 |
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3 | import java.util.ArrayList;
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4 | import java.util.Collections;
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5 | import java.util.HashMap;
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6 | import java.util.HashSet;
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7 | import java.util.List;
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8 | import java.util.Map;
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9 | import java.util.Set;
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10 |
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11 | import geniusweb.actions.PartyId;
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12 | import geniusweb.actions.VoteWithValue;
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13 | import geniusweb.actions.Votes;
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14 | import geniusweb.actions.VotesWithValue;
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15 | import geniusweb.ip.inputOutput.Input;
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16 | import geniusweb.ip.inputOutput.Output;
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17 | import geniusweb.ip.ipSolver.IPSolver;
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18 | import geniusweb.ip.mainSolver.Result;
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19 | import geniusweb.issuevalue.Bid;
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20 | import tudelft.utilities.immutablelist.Tuple;
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21 |
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22 | /**
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23 | * Utility class. Typically contains all the votes collected from 1 round. Can
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24 | * find the best combinations of votes, eg to get the maximum consensus group.
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25 | * Basically a copy of {@link CollectedVotesWithValue} but for
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26 | * {@link VotesWithValue}.
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27 | * <p>
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28 | * immutable.
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29 | */
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30 | public class CollectedVotesWithValue {
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31 | private final Map<PartyId, VotesWithValue> allvotes;
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32 | private final Map<PartyId, Integer> powers;
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33 |
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34 | // caching
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35 | private transient Map<Bid, Set<VoteWithValue>> allBids = null;
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36 | private transient Map<PartyId, Bid> maxAgreements = null;
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37 | // parties must have fixed order.
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38 | private transient List<PartyId> parties;
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39 |
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40 | /**
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41 | *
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42 | * @param votesMap the {@link Votes} done for each party
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43 | * @param power the power of each party. The power is an integer number.
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44 | * In the voting process, the party powers add up to form
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45 | * the total voting power. This set may contain parties that
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46 | * are not in newmap. The maximum number of parties is 32
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47 | * (memory constraints)
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48 | */
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49 | public CollectedVotesWithValue(Map<PartyId, VotesWithValue> votesMap,
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50 | Map<PartyId, Integer> power) {
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51 | this.allvotes = new HashMap<>(votesMap);
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52 | this.powers = new HashMap<>(power);
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53 | // respect insertion order of votesMap, useful
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54 | // for testing in combination with LinkedHashMap
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55 | parties = new ArrayList<PartyId>(votesMap.keySet());
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56 |
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57 | if (!powers.keySet().containsAll(allvotes.keySet())) {
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58 | throw new IllegalArgumentException(
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59 | "All voting parties must have a power");
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60 | }
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61 | if (parties.size() > 32)
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62 | throw new IllegalArgumentException(
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63 | "Exceeded max number of 32 parties- won't fit in memory");
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64 | }
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65 |
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66 | /**
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67 | * @return all the votes placed so far
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68 | */
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69 | public Map<PartyId, VotesWithValue> getVotes() {
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70 | return Collections.unmodifiableMap(allvotes);
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71 | }
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72 |
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73 | /**
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74 | * @return the powers of all parties
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75 | */
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76 | public Map<PartyId, Integer> getPowers() {
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77 | return Collections.unmodifiableMap(powers);
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78 | }
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79 |
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80 | /**
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81 | * @return a map containing for each {@link Bid}s a subset of
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82 | * {@link PartyId}s that placed a satisfied vote for that bid, such
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83 | * that the subset has maximum power. Maximum power means that there
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84 | * is no other subset of satisfied votes for that bid with more
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85 | * group power. There may be other subsets of equal power for the
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86 | * bid. If there are no concensus possibilities at all for a bid,
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87 | * the bid is not placed in the map.
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88 | */
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89 | public Map<PartyId, Bid> getMaxAgreements() {
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90 | if (maxAgreements == null)
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91 | maxAgreements = getMaxAgreements1();
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92 | return maxAgreements;
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93 | }
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94 |
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95 | /**
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96 | * @return all bids that were voted on and the votes for that bid. This
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97 | * basically reverses keys and values in {@link #allvotes}
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98 | */
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99 | public Map<Bid, Set<VoteWithValue>> getAllBids() {
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100 | if (allBids == null)
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101 | allBids = getAllBids1();
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102 | return allBids;
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103 | }
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104 |
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105 | /**
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106 | * @return the list of all parties, in the exact order as used internally
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107 | */
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108 | public List<PartyId> getParties() {
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109 | return Collections.unmodifiableList(parties);
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110 | }
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111 |
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112 | @Override
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113 | public int hashCode() {
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114 | final int prime = 31;
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115 | int result = 1;
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116 | result = prime * result
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117 | + ((allvotes == null) ? 0 : allvotes.hashCode());
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118 | result = prime * result + ((powers == null) ? 0 : powers.hashCode());
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119 | return result;
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120 | }
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121 |
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122 | @Override
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123 | public boolean equals(Object obj) {
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124 | if (this == obj)
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125 | return true;
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126 | if (obj == null)
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127 | return false;
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128 | if (getClass() != obj.getClass())
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129 | return false;
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130 | CollectedVotesWithValue other = (CollectedVotesWithValue) obj;
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131 | if (allvotes == null) {
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132 | if (other.allvotes != null)
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133 | return false;
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134 | } else if (!allvotes.equals(other.allvotes))
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135 | return false;
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136 | if (powers == null) {
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137 | if (other.powers != null)
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138 | return false;
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139 | } else if (!powers.equals(other.powers))
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140 | return false;
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141 | return true;
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142 | }
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143 |
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144 | @Override
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145 | public String toString() {
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146 | return "CollectedVotesWithValue[" + allvotes + "," + powers + "]";
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147 | }
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148 |
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149 | /**
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150 | * @see #getMaxAgreements()
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151 | */
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152 | private Map<PartyId, Bid> getMaxAgreements1() {
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153 | int numOfAgents = parties.size();
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154 | if (numOfAgents == 0)
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155 | return Collections.emptyMap();
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156 |
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157 | double[] coalitionValues = getCoalitionValues();
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158 | double acceptableRatio = 100;
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159 | Input input = new Input(numOfAgents, coalitionValues, acceptableRatio);
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160 | Result result = new Result(input);
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161 | Output output = new Output(input);
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162 |
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163 | IPSolver ipSolver = new IPSolver();
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164 | ipSolver.solve(input, output, result);
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165 | int[][] coalitions = result.get_ipBestCSFound();
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166 |
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167 | // coalitions now contains array like [[3, 4], [1, 2]]
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168 | // indicating which parties are in coalitions.
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169 | Map<PartyId, Bid> agreements = new HashMap<>();
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170 | for (int n = 0; n < coalitions.length; n++) {
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171 | Set<PartyId> active = getParties(coalitions[n]);
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172 | Tuple<Bid, Integer> bestcoalition = getBestCoalition(active);
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173 | if (bestcoalition != null) {
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174 | Bid bestbid = bestcoalition.get1();
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175 | for (PartyId party : active) {
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176 | agreements.put(party, bestbid);
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177 | }
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178 | }
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179 | }
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180 | return agreements;
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181 | }
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182 |
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183 | /**
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184 | * @return array of the maximum goalition value for each possible coalition,
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185 | * structured as required for the IP algorithm: arrey element k
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186 | * contains the best coalition with members
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187 | * {@link #getActiveParties(int)}
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188 | */
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189 | protected double[] getCoalitionValues() {
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190 | int numOfAgents = parties.size();
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191 | double[] coalitionValues = new double[1 << numOfAgents];
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192 |
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193 | for (int n = 0; n < 1 << numOfAgents; n++) {
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194 | Tuple<Bid, Integer> best = getBestCoalition(getActiveParties(n));
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195 | coalitionValues[n] = best == null ? 0 : best.get2();
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196 | }
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197 | return coalitionValues;
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198 | }
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199 |
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200 | /**
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201 | * @param active the set of active parties to consider for a coalition.
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202 | * @return the Bid and the coalition value of the bid. This searches the bid
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203 | * that all parties can accept and has the highest sum of values.
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204 | * Returns null if there is no coalition possible
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205 | */
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206 | protected Tuple<Bid, Integer> getBestCoalition(Set<PartyId> active) {
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207 | if (active.isEmpty())
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208 | return null;
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209 | PartyId firstparty = active.iterator().next();
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210 | if (!allvotes.containsKey(firstparty))
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211 | return null;
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212 | Integer power = getPower(active);
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213 | Bid bestBid = null;
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214 | Integer bestValue = 0;
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215 | for (VoteWithValue vote : allvotes.get(firstparty).getVotes()) {
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216 | Integer val = getBidValue(active, vote.getBid(), power);
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217 | if (val > bestValue) {
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218 | bestBid = vote.getBid();
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219 | bestValue = val;
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220 | }
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221 | }
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222 | if (bestBid == null)
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223 | return null;
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224 | return new Tuple<Bid, Integer>(bestBid, bestValue);
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225 | }
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226 |
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227 | /***
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228 | *
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229 | * @param active the active parties
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230 | * @param bid the bid to evaluate
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231 | * @param power the power of the set of active parties
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232 | * @return the sum of the values for this bid, or 0 if this bid is
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233 | * unacceptable: a party did not vote for that bid, or if the actual
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234 | * power of the active parties is outside the acceptable range for a
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235 | * vote.
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236 | */
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237 | private Integer getBidValue(Set<PartyId> active, Bid bid, int power) {
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238 | int value = 0;
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239 | for (PartyId party : active) {
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240 | VoteWithValue vote = allvotes.get(party).getVote(bid);
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241 | if (vote == null || power < vote.getMinPower()
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242 | || power > vote.getMaxPower())
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243 | return 0;
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244 | value = value + vote.getValue();
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245 | }
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246 | return value;
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247 | }
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248 |
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249 | /**
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250 | * @param n a coalition number, where 1 at bit position k indicates party k
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251 | * is active.
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252 | * @return the active parties in the n bit-indicator
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253 | */
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254 | protected Set<PartyId> getActiveParties(int n) {
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255 | Set<PartyId> activeparties = new HashSet<>();
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256 | for (PartyId party : parties) {
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257 | if ((n & 1) == 1) {
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258 | activeparties.add(party);
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259 | }
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260 | n = n >> 1;
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261 | }
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262 | return activeparties;
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263 | }
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264 |
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265 | /**
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266 | *
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267 | * @param partynrs the party numbers in the coalition. WARNING the first
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268 | * party number is assumed to be 1, instead of the usual 0.
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269 | * This to match the working of the IP library that starts
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270 | * counting at 1.
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271 | * @return list of {@link PartyId}s
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272 | */
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273 | protected Set<PartyId> getParties(int[] partynrs) {
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274 | Set<PartyId> active = new HashSet<PartyId>(partynrs.length);
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275 | for (int n = 0; n < partynrs.length; n++) {
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276 | active.add(parties.get(partynrs[n] - 1));
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277 | }
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278 | return active;
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279 | }
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280 |
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281 | private Map<Bid, Set<VoteWithValue>> getAllBids1() {
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282 | Map<Bid, Set<VoteWithValue>> bids = new HashMap<>();
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283 | for (VotesWithValue votes : allvotes.values()) {
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284 | for (VoteWithValue vote : votes.getVotes()) {
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285 | Bid bid = vote.getBid();
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286 | Set<VoteWithValue> list = bids.get(bid);
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287 | if (list == null)
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288 | list = new HashSet<VoteWithValue>();
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289 | list.add(vote);
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290 | bids.put(bid, list);
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291 | }
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292 | }
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293 | return bids;
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294 | }
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295 |
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296 | /**
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297 | *
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298 | * @param activeparties a list of parties
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299 | * @return total voting power of the parties
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300 | */
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301 | protected Integer getPower(Set<PartyId> activeparties) {
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302 | return activeparties.stream().map(p -> powers.get(p)).reduce(0,
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303 | Integer::sum);
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304 | }
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305 | }
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