Funding Public Goods with Expert Advice in Blockchain System

Jichen Li, Yukun Cheng, Wenhan Huang, Mengqian Zhang, Jiarui Fan, Xiaotie Deng, Jan Xie
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Abstract

Public goods projects, including open source technology, client development, and blockchain knowledge education, play an important role in the flourishing blockchain ecosystem. Accordingly, decision making for public goods funding is a key issue in the studies of the blockchain ecosystem. This work develops a human oracle protocol approach, involved with public goods projects, experts, and funders, as a solution to the public goods investment problem on blockchain. In our human oracle, funders contribute their investments, which are stored in a funding pool. Experts provide investment advice on public goods projects based on their experience. Decisions made by the human oracle on the amount of support from the funding pool are based on experts’ reputation. The reputation of each expert is updated by the performance of the project’s implementation in comparison to her advice. That is, better investment performance brings a higher reputation. Besides being applied to static model, our human oracle can also be extended to accommodate dynamic settings, in which the experts might leave or join the decision-making process. We introduce a regret bound to measure the effectiveness of our human oracle. Theoretically, we prove an upper regret bound for both static and dynamic models, and prove its tightness with an asymptotically equal lower bound. Empirically, we show that our oracle’s investment decision is close to the optimal investment in hindsight.
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区块链系统中的专家建议资助公共产品
包括开源技术、客户端开发和区块链知识教育在内的公共产品项目在蓬勃发展的区块链生态系统中发挥着重要作用。因此,公共产品资金的决策是区块链生态系统研究中的一个关键问题。这项工作开发了一种人类oracle协议方法,涉及公共产品项目,专家和资助者,作为区块链上公共产品投资问题的解决方案。在我们人类的神谕中,出资人贡献他们的投资,这些投资存储在一个资金池中。专家根据他们的经验为公共产品项目提供投资建议。人类先知对资金池的支持数量的决定是基于专家的声誉。每个专家的声誉是通过项目实施的绩效与她的建议的比较来更新的。也就是说,更好的投资业绩带来更高的声誉。除了应用于静态模型之外,我们的人类预言还可以扩展到适应动态设置,其中专家可能离开或加入决策过程。我们引入遗憾约束来衡量我们人类神谕的有效性。从理论上证明了静态模型和动态模型的上遗憾界,并用渐近相等的下界证明了它的紧性。实证研究表明,我们的甲骨文公司的投资决策接近于后见之明的最优投资。
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