少点错误 09月27日
关于“未来治国论”的讨论与实践
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本文探讨了由经济学家罗宾·汉森提出的“未来治国论”(Futarchy)这一创新政府治理模式。该模式主张利用民主程序确定社会价值观和目标,再通过预测市场(类似博彩市场)来选择最有可能实现这些目标的政策。文章详细阐述了未来治国论的运作机制,并回应了对其可能存在的缺陷,如信息不对称、市场操纵等方面的担忧。通过一个实验性的“猜硬币”思想实验,以及在Manifold平台上进行的实际市场测试,文章深入分析了未来治国论在理论与实践中的挑战与潜力。最终,在一次“石头剪刀布”的实验中,未来治国论以微弱优势胜出,引发了对其在复杂决策场景下有效性的进一步思考。

⚖️ **未来治国论的核心机制:** 该理论主张将决策过程分为两部分:首先,通过民主方式确定社会追求的价值、道德目标和衡量福祉的标准;其次,利用预测市场,让公众就不同政策或候选人实现这些目标的可能性进行“下注”。最终采纳预测市场认为最有可能成功的政策。

🤔 **对未来治国论的挑战与反驳:** 文章探讨了对未来治国论的常见质疑,例如贴现率影响长期预测、操纵市场以偏好自身喜好的政策、以及市场本身被操控的可能性。作者通过与混合共和制的对比,指出任何治理系统都存在细节上的复杂性和潜在缺陷,并强调了理论基础和司法体系的重要性。

💡 **实验性思想实验与实际测试:** 文章以一个“猜硬币”的思想实验为例,说明了在特定条件下,预测市场可能无法准确反映真实概率,从而引发对未来治国论有效性的质疑。尽管如此,在Manifold平台上进行的“石头剪刀布”实验中,未来治国论在不对称信息和对抗性环境下,仍以4-3的比分获胜,展示了其在某些场景下的韧性。

🔗 **与现实治理的类比与启示:** 作者将未来治国论的潜在问题与现实政治中的“杰利蝾螈”现象进行类比,指出任何治理系统都需要仔细设计和规避风险。文章认为,将治理系统简化到可以进行纯粹实验的程度,往往会破坏其原有功能。最终,作者认为未来治国论的“根本性缺陷”与其他治理系统一样,在于“天下没有免费的午餐”,需要细致的设计和权衡。

Published on September 26, 2025 6:27 PM GMT

Manifold becomes a battleground for a long-standing debate


What is a futarchy and how do we break it?

It’s not that often that an entirely new system of government is proposed, which is why Robin Hanson’s proposal from the turn of the century for a form of government based around the capability of markets to aggregate information has had some staying power in forecasting circles.

Futarchy, as it’s called, proposes:

    Continuing to use democratic processes for determining “what it is” that we want. Think values, moral outcomes, and metrics for determining the welfare or growth of a community.Using betting markets to allow anyone to bet on conditional probabilities for which candidate/policy/decision would lead to the best outcomes, as determined by step 1.Following whatever policies these prediction markets view as most likely to result in a favorable outcome.

Now, I’m sure you’re already thinking of about a thousand reasons why this would fail, but Hanson and other proponents of futarchy have defended it against rote concerns like discount rates making long-term forecasts difficult, perverse incentives such as people betting for the policies they like, market manipulation, etc.

And of course, imagine hearing a basic description of another form of government, like the mixed republic. “So… uh… there are two legislative bodies, in one of which the seats are allocated by population, and in the other the seats are allocated two per state, some of these states are fifty times larger than others… and there’s also a unitary executive who has basically no bounds on their power unless they’re impeached by the legislature… and there’s a constitution which is interpreted by a series of judges appointed by the executive…”

As with everything, the devil is in the details and there’s no such thing as free governance. So much of what makes a system of government viable and robust is the body of political theory and jurisprudence underlying it.

Now, futarchy is not going to supplant the republic any time soon, but it might be useful in limited cases. One classic example from Hanson is that it could be used to make decisions on the investiture of CEOs. You could make markets on whether the stock price of a company would go up if the CEO is fired, and given US law on the responsibility of corporate governance, this actually lines up pretty well with their explicit incentives.

But back in June, blogger Dynomight dropped a fairly aggressive critique of futarchy. They had been writing on the topic for a while, echoing previous sentiments on why futarchy might have trouble disentangling causal relationships from probabilistic relationships, but this new post was fairly clear and if true, they argued, constituted a “fundamental flaw”. That’s worse than a normal flaw.

Here’s the thought experiment that illustrates this. You might want to read this carefully:

It sounds esoteric, but replace coin with policy and flip with “observe outcomes” and you basically have the precise, recommended use-case for futarchy.

In any case… someone made the market.

Fundamentally flawed

Manifold user Bolton Bailey did precisely this, and as you can see, market behavior fairly rapidly sent Coin B up to 90%, perhaps even more of a clear demonstration than Dynomight would have expected!

Another user thought that creating derivatives markets for both coins might fix this. It didn’t. Despite the creation of the derivative markets, the main market kept the large discrepancy between the odds for the two coins.

Dynomight then declared victory:

The fact that this is possible is concerning. If this can happen, then futarchy does not work in general. If you want to claim that futarchy works, then you need to spell out exactly what extra assumptions you’re adding to guarantee that this kind of thing won’t happen.

I think it’s a cool market, and it was very astute of Dynomight to predict the market’s dynamics in advance, not something to take for granted.

However, many Manifold users disagreed with this characterization. I thought about the market… then spoke with Isaac King, Manifold’s second-most-prolific market creator, to get his perspective… then I thought about it some more.

Ultimately, I think Dynomight is right in that the edge case they’ve set up is fundamentally flawed and does not do a good job of executing a conditional market with meaningful probabilities. But then I thought about how a similar critique about any other system of government (or really, any tool for governance) might go.
 

The Republic’s Fundamental Flaw:

Suppose there’s an election to pick which of two parties should run the country. 60% of the population wants Party A to win, and 40% of the population wants Party B to win. I divide everyone in the population up into 10 regions, such that in 6 of the regions, 55% of the population votes for Party B, electing a representative from that party, and in the other 4 regions, 82.5% of the population votes for Party A, electing a representative from that party.

Now, we have 6 representatives from Party B and 4 from Party A, despite a clear majority preferring Party A.


Okay, gerrymandering is of course a real concern with republics, but I don’t think it makes sense to describe it as a fundamental flaw of the system. Perhaps care must be taken to minimize its effects, but it’s one of many, many downsides of that magnitude for a republic.

Thus, I think Dynomight could always retreat to the motte of “care must be taken to avoid designing conditional markets susceptible to this issue,” but I think the bailey is indefensible.

Here are other issues with futarchic systems that one would need to take care to avoid:

In particular, Dynomight and Bolton Bailey’s experimental market has a couple of characteristics where I think the analogy to gerrymandering makes sense. Just like with gerrymandering, it requires some artificial manipulation of the system to get to these unfair outcomes. In particular, it requires:

    That we have perfect information about the odds of the two coins (ahem, candidates). This is almost never the case in real-world decision-making. We cannot know with absolute certainty that there is a 59% chance of our president invading Venezuela, say.That one of the options has that information revealed before the arbitration of the market. This would be like one of the candidates committing to swearing a blood-oath to either invade or never invade Venezuela one week before the election, but not saying which they would do until that date.That the futarchy market is predictably self-resolving. This would be like conditionalizing the election on the result of which candidate would be more likely to invade Venezuela, rather than, say, the average of several markets, or the actions of a council who have pledged to make their decision only from futarchy markets, or any number of other mixed systems.

You can imagine that this thought experiment, which works well for coin flip predictions, might not work so well when the outcome is some complex formula of general welfare outcomes, or something as inscrutable as “stock prices.”

I would say, then, that it makes more sense to describe the “fundamental flaw” of futarchy as being the same as any other system of government. That is that there is no such thing as free lunch in governance. If you attempt to reduce any system of government to some minimalist form where it can be subject to simple and pure experimentation, you’ve essentially broken it irredeemably and it should come as no surprise that it fails to operate as intended.

In any case, another experiment was conducted on Manifold to test futarchy shortly after.

And in this one… futarchy won.

Rock paper scissors futarchy

Here were the rules for this experiment:

    Tumbles is allowed to bet on these options when each round starts, but is prohibited from betting on this market within 12 hours of the round endingRound ends and decisions are finalized at 4:20 pm PST
      If Tumbles is very late to create a market, resolution will be delayed 24 hours to make sure decision markets are always open for at least 16 hours
    Tumbles locks in his move each round before creating the decision markets for that round
      Decisions are messaged to strong><u>@Stralor</u via discord, an ex-user of Manifold with a good reputation, so that moves can be verified if neededDecisions are also posted in the comments as an MD5 hash
    Each round there are three options, one for each of Rock/Paper/ScissorsAt resolution time each round (4:20pm), the option with the highest percentage becomes Manifold’s chosen actionThe two options that are not chosen immediately resolve N/AThis chosen option will stay open until the entire set of RPS games is complete, and resolve based on whether Manifold won the best of sevenChosen option is determined based on what can be determined by looking at the regular interface, not the api
      In the case of a tie between two options, RPS rules determine which option is chosen (ROCK beats PAPER, etc)In the case of a tie between all three options, ROCK becomes the chosen option

Despite the adversarial format, and despite the fact that there was asymmetric information benefiting Tumbles, futarchy still won, in a closely fought match, 4-3.

Do I actually think this is a meaningful test of the efficacy of futarchy? On one hand… no. On the other hand, the last time that the world got together to beat a master of strategy games, the great Garry Kasparov, they used a mixed democracy, rather than a futarchy, and lost.

 

Final position from Kasparov vs the world, probably the greatest game of chess ever played.

Futarchy 1, democracy 0.
 

cross-posted from the Manifold Market newsletter's substack

 

P.S. This quote from Kasparov that I found on r/singularity amused me (his takes on AI are only a little better now, 36 years later):



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