解决分片以太坊的数据可用性问题

Daniel Sel, Kaiwen Zhang, H. Jacobsen
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引用次数: 11

摘要

区块链技术的成功和日益普及导致了流行的无权限区块链(如以太坊)的负载显著增加。使用当前的设计,这些区块链系统不能扩展到额外的节点,因为每个节点执行每个事务。因此,需要进一步努力开发可扩展的无许可区块链系统。在本文中,我们对以太坊区块链的当前研究进行了汇总概述,以解决可扩展性挑战。我们专注于分片的概念,旨在打破每个参与者都需要执行每笔交易并存储整个状态的限制。然而,这个概念以无状态客户机的形式引入了新的复杂性,这导致了一个新的挑战:如何保证关键数据被发布,并在相关的时间内保持可用。我们提出了一种解决数据可用性问题(DAP)的方法,该方法通过重用来自Casper的验证器来利用协同效应。然后,我们提出了两种不同的方法,用于可靠的整理提议、状态转换和分片链中的状态验证。一种方法是基于Casper验证者委员会的验证,这些验证者使用执行者提供的见证数据在提议的区块中执行交易。另一种方法依赖于提出区块的执行者提供的执行证明和一个挑战游戏,由其他执行者验证证明。这两个概念都依赖于执行器来长期存储分片链状态。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Towards Solving the Data Availability Problem for Sharded Ethereum
The success and growing popularity of blockchain technology has lead to a significant increase in load on popular permissionless blockchains such as Ethereum. With the current design, these blockchain systems do not scale with additional nodes since every node executes every transaction. Further efforts are therefore necessary to develop scalable permissionless blockchain systems. In this paper, we provide an aggregated overview of the current research on the Ethereum blockchain towards solving the scalability challenge. We focus on the concept of sharding, which aims to break the restriction of every participant being required to execute every transaction and store the entire state. This concept however introduces new complexities in the form of stateless clients, which leads to a new challenge: how to guarantee that critical data is published and stays available for as long as it is relevant. We present an approach towards solving the data availability problem (DAP) that leverages synergy effects by reusing the validators from Casper. We then propose two distinct approaches for reliable collation proposal, state transition, and state verification in shard chains. One approach is based on verification by committees of Casper validators that execute transactions in proposed blocks using witness data provided by executors. The other approach relies on a proof of execution provided by the executor proposing the block and a challenge game, where other executors verify the proof. Both concepts rely on executors for long-term storage of shard chain state.
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