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首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >Hybrid Consensus Algorithm Optimization: A Mathematical Method Based on POS and PBFT and Its Application in Blockchain
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Hybrid Consensus Algorithm Optimization: A Mathematical Method Based on POS and PBFT and Its Application in Blockchain

机译:混合共识算法优化:一种基于POS和PBFT的数学方法及其在区块链中的应用

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摘要

Blockchain is a new technology for processing complex and disordered information with respect to business and other industrial applications. This work is aimed at studying the consensus algorithm of blockchain to improve the performance of blockchain. Despite their advantages, the proof of stake (POS) algorithm and the practical Byzantine fault tolerance (PBFT) algorithm have high latency, low throughput, and poor scalability. In this paper, a blockchain hybrid consensus algorithm which combines advantages of the POS and PBFT algorithms is proposed, and the algorithm is divided into two stages: sortition and witness. The proposed algorithm reduces the number of consensus nodes to a constant value by verifiable pseudorandom sortition and performs transaction witness between nodes. The algorithm is improved and optimized from three dimensions: throughput, latency, and scalability. The experimental results show that the improved hybrid consensus algorithm is significantly superior to the previous single algorithms for its excellent scalability, high throughput, and low latency.
机译:区块链是一种新技术,用于处理与商业和其他工业应用有关的复杂和无序的信息。这项工作旨在研究区块链的共识算法,以提高区块链的性能。尽管存在优势,但权益证明 (POS) 算法和实用的拜占庭容错 (PBFT) 算法存在延迟高、吞吐量低和可扩展性差的问题。该文提出一种结合POS和PBFT算法优势的区块链混合共识算法,将该算法分为排序和见证两个阶段。该算法通过可验证的伪随机排序将共识节点的数量减少到一个常数,并在节点之间进行交易见证。该算法从吞吐量、延迟和可扩展性三个维度进行了改进和优化。实验结果表明,改进的混合共识算法具有优异的可扩展性、高吞吐量和低延迟,明显优于以往的单一算法。

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