Single Transferable Vote Resists Strategic Voting

Cover Single Transferable Vote Resists Strategic Voting
Single Transferable Vote Resists Strategic Voting
J J John Joseph Bartholdi
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. , m, 12m voters with preference (gi, w, c, . . . ); • For each i = 1, . . . , m: 6m + Ai — 5 voters with preference (6, -, (, -, w, c, . . . ) and, for each of the three j such that j £ S, 2 voters with preference (b, dj, w, c, .. . ); • For each i = 1, . . . , m: 6m + Ai — 1 voters with preference (b, bi, w, c, . .. ) and 2 voters with preference (b, d, w, c, . . . ); • For each i = 1, . . . , m: 6m + 4z — 3 voters with preference (a, , u/, c, . . . ); 1 voter with preference (a, -, 6 t -, u...;, c, . .. ); and 2 voters with preferences (a, a, u;, c, ... ); • For each i = 1, . . . , m: 6m + 4i — 3 voters with preference (ai, g, w, c, ... ); 1 voter with preference (a, 6, -, ii;, c, . .. ); and 2 voters with preferences (ai, ai, w, c, ... ); Now we consider the election.
Votes for c and w. Initially c has 12m votes and u> has 12m— 1 votes. Except for the 12m initial supporters of c, all voters rank c immediately below w. Thus c cannot get another vote until w is eliminated.


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