论文标题
通过代数拓扑结构
Fork-Resilient Cross-Blockchain Transactions through Algebraic Topology
论文作者
论文摘要
交叉链交易（CBT）是下一代基于区块链的数据管理系统的基石。但是，最新的CBT模型并未解决可能使整个CBT无效的本地叉悬架的效果。本文采用了代数 - 论方法来将区块链及其交易抽象为简单络合物，并表明CBT无法通过$ t $ - 可耐用的消息 - 允许消息 - 通过邮件 - 通过$ t $ textit {consited}或\ textIt {conting {conting {中止{中止{中止{中止}状态。该结果意味着一个更复杂的模型需要支持CBT，因此阐明了未来的区块链设计。
The cross-blockchain transaction (CBT) serves as a cornerstone for the next-generation, blockchain-based data management systems. However, state-of-the-art CBT models do not address the effect of the possible local fork suspension that might invalidate the entire CBT. This paper takes an algebraic-topological approach to abstract the blockchains and their transactions into simplicial complexes and shows that CBTs cannot complete in either a \textit{committed} or an \textit{aborted} status by a $t$-resilient message-passing protocol. This result implies that a more sophisticated model is in need to support CBTs and, thus, sheds light on the future blockchain designs.
