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Borda count: Difference between revisions
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The '''Borda count''' is a [[voting system]] devised by
== Procedures ==
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points, down to an ''n''th rank being worth 1 point. A candidate's score is the sum of the number of points they received. The highest-scoring candidate is elected.
In the trivial case of ''n''=1, this is mathematically identical to
In the trivial (limiting case) of n=∞, allowing truncated preferences, this is mathematically identical to [[approval voting]]. This is approximately true for large ''n'' the votes offered to ranked candidates will be approximately equal and nonranked candidates will all get zero votes. Example, if ''n''=10, and I rank only only three choices, they each get 10,9,8 votes respectively, normalized to 1.0, 0.9, 0.8 votes, close to 1.0 vote for an equivalent vote offered in Approval.
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In addition to tactical voting, [[strategic nomination]] considerations reign supreme in the Borda count. Running multiple, similar candidates may enhance a party's chance of winning the election by increasing the point differences with opposing candidates, if the party is allowed to advance more than one candidate for consideration.
==External link==
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