No, I’m not putting this in /c/electoralism , for reasons found in the third paragraph
Most people know there’s first-past-the-post and there’s ranked-choice. But I’ve recently learned there’s a much longer list than that, and they all have pros and cons.
Somecomrades would say 🙄yeah bourgeois elections who cares🙄 but that is wrong: the mathematics applies to all voting. It’s the engineering side of the question: “If we have a bunch of people, maybe a hundred, maybe a million, how do we decide what the collective will is in the fairest way?” The name of the field is social choice theory because a social group is trying to make a choice.
You: oh bourgeois elections are a farce lol
Me: exactly and that’s why we need to study how can voting be not a farce
First-past-the-post gets a hard time, and deservedly so. But the people who say “first-past-the-post bad, ranked choice good” are oversimplifying. It turns out there are all these mathematical trade-offs, and it is formally provable that there is no perfect system.
Most ranked choice voting systems* can suffer from a crazy effect where getting more votes makes you lose. The technical name for this is a monotonicity failure because mathematicians are shit with names. (*There are theoretical ranked-choice votings that don’t fail monotonicity, but I don’t know of any being applied in a political system. Companies probably have used them.)
In the ‘Popular Bottom’ Scenario, 
gets 45% of the vote and isn’t elected; but in the other scenario he gets 39% and is elected. What happened is he lost supporters to a rival (Top) who eliminated his other rival (Center) for him, so he was able to sneak in.
First-past-the-post doesn’t have this problem: more votes is always better. But it has plenty of other problems. The USA system fails the no favorite betrayal criterion catastrophically; that’s the criterion that you should be able to vote for who you like best. Usans “have to” vote for a candidate they hate.
This page summarises it pretty well: https://en.wikipedia.org/wiki/Comparison_of_voting_rules with tables comparing the different traps multi-winner systems fall into and the traps single-winner systems fall into.
Some cool systems:
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PDF – “This paper discusses the protocol used for electing the Doge of Venice between 1268 and the end of the Republic in 1797”
Anyway, interesting stuff to think about if we design democratic/anarchistic systems for collective decision-making. It wouldn’t have to be electing representatives, it could be voting on policies, same maths either way.
It’s very demonstrably not even the case in most cases we deal with that everyone getting something acceptable is more fair than some getting their favorite. Maybe in a hyper-egalitarian situation that is the case, but in most cases there are some who have more at stake and are more vulnerable. It’s important to remember what it means for a situation to be fair, a situation that we would impartially approve of (say, by not knowing who we are in a situation and acting in our self-interest). In such a situation, you’d want those with the most at stake to get their way, even if they’re the 49% and the rest aren’t happy with it. If we don’t accept that then it’s really unclear why we anarchists give a shit about consensus.
In this case, everyone may find a particular choice acceptable, but find the overall decision-making situation unacceptable. Like, if you’re disabled, and you rarely get to eat foods that you enjoy, and your friends invite you out, you may find certain restaurants acceptable because they at least have fries or a salad you can eat without throwing up but you’d love to go to one of two restaurants. Your friends eat out every other week and can eat pretty much anything, minestrone, rotini, a whole plant-based ice cream cake each, whatever. You may find those acceptable restaurants acceptable, but find it unacceptable that your needs and desires don’t outweigh the others for this decision-making.
It’s not fair. It’s obviously not fair, even though everyone is getting the acceptable option. In this case, going where you want, even if the others would prefer not to go to those restaurants, is fair. And most group decision-making situations today are like this.