With all due respect, it sounds like while it might fight flaws common to other voting systems, pay-back based voting will have its own gamesmanship. Consider 1,000 voters upwind of a factory and 1,000 more voters downwind. Suppose the factory wants to stop scrubbing its exhaust for a savings of $1,000 (to itself) and cost of $10 to each down-wind voter (in health costs). All the factory has to do is propose the same…
Quadratic Voting (2014)
111–120 of 156 posts
Re: Quadratic Voting (2014)
#112The equity issues you all are raising are very important, but death with in detail here: http://papers.ssrn.com/sol3/papers.cfm?abstract_id=2343956 . The simplest solution is just to use an artificial currency that everyone is given equal amounts of but can spread over the decisions most important to them. In this piece with Rory Sutherland we discuss this: http://www.spectator.co.uk/features/9512322/humans-are-doing…
And in this moment, VoteCoin was born.
Re: Quadratic Voting (2014)
#113Re: Quadratic Voting (2014)
#114The equity issues you all are raising are very important, but death with in detail here: http://papers.ssrn.com/sol3/papers.cfm?abstract_id=2343956 . The simplest solution is just to use an artificial currency that everyone is given equal amounts of but can spread over the decisions most important to them. In this piece with Rory Sutherland we discuss this: http://www.spectator.co.uk/features/9512322/humans-are-doing…
There seem to be one big issue with this voting system. It allows variable number of votes per individual but how does an individual choose how much cost to take and exactly how much to vote? I think it is a fallacy to assume that individual would set the number of votes depending on how important they think is the issue. Instead they must speculate how others would vote and optimize their cost accordingly. For examp…
> QV works best with a large number of voters: the more voters there are, the more accurately the system works. QV’s efficiency relies on all voters perceiving the chance of their changing the outcome with an additional vote as the same. When the number of voters is large, such a perception is (approximately) accurate. If it is small, it is less so. With a small population, it becomes possible for people to have different perceptions about the likelihood that an additional vote will change the outcome (that is, the likelihood that there would otherwise be a tie, in which case an additional vote is pivotal). For example, in a small group that consists of a number of moderate voters on one side of an issue, and an extreme voter on the other side, the extreme voter will believe that a tie is less likely than the moderate voters will believe. The moderate voters assume that all voters are (on average) moderate and so discount the possibility that anyone is extreme, while the extreme voter knows that this is not the case because she knows that she is an outlier. If the extreme voter cares more about the issue than the moderate voters in aggregate, she will buy fewer votes relative to her utility than is socially desirable and QV will suffer the same bias towards the majority that other democratic procedures entail, though in a less severe form. If the situation were reversed and the extreme voter cared less than the three others in total, a reversed failure could occur. The three voters are overconfident and expect to win easily, but the extremist knows that, because of her strong preferences and thus her willingness to buy many votes, a tie is more likely than it appears. In this case, QV could lead to dictatorship in the same manner as standard vote buying. Despite this, simulation evidence indicates that QV almost always outperforms majority rule.
Re: Quadratic Voting (2014)
#115Earlier quoted context omitted.
There seem to be one big issue with this voting system. It allows variable number of votes per individual but how does an individual choose how much cost to take and exactly how much to vote? I think it is a fallacy to assume that individual would set the number of votes depending on how important they think is the issue. Instead they must speculate how others would vote and optimize their cost accordingly. For examp…
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Re: Quadratic Voting (2014)
#116I'm interested to know what the authors think about the problem that could be called vote splitting or support buying, which would be akin to vote buying in one-person-one-vote system. This seems particularly relevant because, unlike most systems, buying the support of small numbers of voters could be useful. Consider the case given elsewhere in this thread of 10,000 voters willing to pay only $1 against a proposal,…
Re: Quadratic Voting (2014)
#117How does this system deal with the logarithmic value of dollars, and the asymmetry in who has them? When you get ln(X) happiness from X dollars, you are sacrificing 1/X happiness per dollar spent. A billionaire buying a thousand votes is paying ln(10^9 - (10^3)^2) - ln(10^9) ~= 1 milli-utilon, but a thousandaire buying ten votes is paying ln(10^3 - 10^2) - ln(10^3) ~= 100 milli-utilons. It seems like billionaires, wh…
Do you have any references?
Re: Quadratic Voting (2014)
#118Most of the time, it's not the voting system that's the problem, it's the set of things you can vote for. Sometimes, you can vote A or B but you like neither alternative. Maybe you should be able to express your dislike too. A vote like "I don't care who gets elected, as long as it is not this specific person".
Re: Quadratic Voting (2014)
#119Earlier quoted context omitted.
My point is: it is a bad situation, equilibrium or not. And some down-winders have to vote if the factory votes a little bit each time. Or even if the factory threatens to vote (and then doesn't). If all the magic is in the nominating process- then we really don't need the voting mechanism.
If it's not an equilibrium then it can't happen! That doesn't make the claim foolproof or anything-- maybe it's not actually an equilibrium for one reason or another we didn't foresee, but the phrase "it is a bad situation, equilibrium or not" is nonsensical.
"the down-winders would not vote unless they thought that vote mattered." - this decision requires mental resources to make, and if the rational choice is too complex then many people wouldn't make it, breaking your assumptions.
Is there any research that tries to model the economic cost of coming to a "rational" decision (as defined by the voting game)?
Re: Quadratic Voting (2014)
#120The equity issues you all are raising are very important, but death with in detail here: http://papers.ssrn.com/sol3/papers.cfm?abstract_id=2343956 . The simplest solution is just to use an artificial currency that everyone is given equal amounts of but can spread over the decisions most important to them. In this piece with Rory Sutherland we discuss this: http://www.spectator.co.uk/features/9512322/humans-are-doing…
This isn't a problem if the individuals apportioning their vote budget are similarly-highly-motivated legislators prioritising from a known raft of policies whilst being well informed about which initiatives are most likely to meet with strong opposition (though it significantly advantages parties able to coordinate the efficient distribution of their votes). Probably they can handle the complexities of a voting budget that compensates the losers too.
But for a broader electorate that doesn't excel in performing stochastic optimisation problems, doesn't have good intelligence to help them vote tactically, doesn't know what future votes might be, the quadratic nature of the voting system doesn't deal with the problem of budgeted and secret voting being a game of iterated prisoners' dilemma; it might even intensify the problems.
It's not too difficult to devise a scenario in which it actually makes the "tyranny of the majority" problem worse: a minority of bigots wish very strongly to enact a law against a minority of regular targets. The disinterested majority wishes to avoid diluting their future voting power by participating, whilst the victimised minority wishes to hold back some of their voting power to avoid being disenfranchised when faced with conceivable future bullying initiatives[1]. In a secret ballot, the bigots can conceivably win if the groups are a similar size (even if they can subsequently reverse the decision)
[1]This is mitigated if the losers get their own votes back as compensation, but actually worsened if they get higher compensation, in which case optimum strategy in a iterated electoral battle is to win by the narrowest possible margin, whilst voting for something incredibly unpopular is a practical way to increase your future influence.