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How our voting system (and IRV) betrays your favourite candidate

The Center for Election Science5 HN recommenders · recommended in 4 months, 2014–2023
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explainer · intro · evergreen · 2014–2023 on HN

The Center for Election Science explains favorite betrayal in instant-runoff voting: in some elections, ranking your favorite first can cause your least favorite to win. It contrasts this with plurality voting's spoiler problem.

The standard link in ranked-choice voting threads to show IRV does not eliminate the spoiler effect.

12 comments from Hacker News

@godelski2021-06 · in “What is ranked-choice voting and why is New York using it?”

RCV doesn't solve what is claimed in the article. It is interesting since countries that they give as examples are clear evidence of this. (Yes, I'm going to advocate cardinal systems like Approval, Range/Score, and STAR) > More moderate candidates. RCV doesn't encourage this at all. Australia is a clear example of this. In the house Liberal and Labor (the two major parties) control 85% of seats. The next major party (National) is part of a coalition with the Liberals and this sums to 95%. Things are only slightly better in the senate. Look at any country that uses IRC/RCV and you'll see a similar pattern. The system didn't encourage more parties and more moderates, Australia still has divided politics like America. As to the more parties, I have an alternative explanation. They use a parliament, which uses proportionate representation. Don't buy it? Go look at countries with parliaments and don't have IRV and you'll find similar distributions. We also need to recognize that in America our parties are closer to coalitions in other countries out of the necessity. I'm not sure how anyone can look at someone like AOC or Sanders and think they are the same "party" (by other country norms) as Biden or Pelosi (similarly on the Republican side, though Trump caused a consolidation). > ranked-choice voting can drastically reduce the possibility of spoilers. Yes, but no. It reduces spoilers when a candidate is not going to win anyways (e.g. Jo Jorgensen spoiling Trump). But this does n

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@elihu2021-06 · in “What is ranked-choice voting and why is New York using it?”

I agree with what /u/zestyping says in the other comment, so I won't repeat it. But here's a video explaining the strategic voting issue: ▶ this video Also, wikipedia has an example of a non-monotonic result here: link

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@user2346832019-10 · in “Ranked-choice voting is on the ballot in New York City”

I always recommend this pair of videos when discussing STAR voting vs other alternative systems. The first video is an easy-to-follow explanation of how spoiler effects can happen in both plurality voting and IRV [1]. In the second [2], the guy who created Star voting applies Ka-Ping Yee's methods to Star voting and animates it side-by-side with alternative systems to show its performance. [1] ▶ this video [2] link

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@aninhumer2016-11 · in “Show HN: Mest – Place to talk with those you disagree with”

This is a shorter video from the same source as the other reply that deals specifically with IRV: ▶ this video >Unless I misunderstand IRV, there is no "vote stealing" due to your vote automatically dropping off to your next-preferred candidate. The problem is that they drop to your next preferred candidate who has not been eliminated . If you're thinking about the problems that occur with plurality voting, it's easy to imagine your second choice will always be a popular "safe" choice, but if third parties get stronger (which is surely the point?) those safe choices can end up being eliminated before your second choice can help them.

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@ClayShentrup2014-11 · in “Police Use Department Wish List When Deciding Which Assets to Seize”

This issue has been solved by math PhD's and political scientists who've studied the matter for decades. www.electology.org/approval-voting-vs-irv IRV can elect X even if Y was preferred to X by an arbitrarily huge majority and got more first-place votes than X. www.electology.org/core-support Regarding favorite betrayal, you might enjoy this video. ▶ this video

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