基于矩阵计算的有用功证明

Cojocaru Dragos
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引用次数: 0

摘要

由于区块链网络中传统工作量证明机制固有的浪费性质,研究人员有动力寻找可以利用该过程中消耗的计算能力的替代方案。有许多这样的应用程序,但是它们中的大多数针对非常具体的问题,并且很少在实践中被证明有效。本文提出了一种基于矩阵计算的工作量证明机制,在作为区块链网络共识机制的同时,服务于更广泛的应用。我将介绍目前在有用的证明工作领域的研究,并重点介绍另一种基于矩阵计算的机制proof of eXercise (PoX)。计算证明(PoC)是本文描述的共识机制,是痘的重新设计版本。该机制得到了一系列实验的支持,这些实验证实了协议的功能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Proof of Useful Work Based on Matrix Computation
Due to the inherently wasteful nature of traditional proof of work mechanisms in blockchain networks, researchers are motivated to find alternatives that can make use of the computational power expended in the process. There are a number of such applications, however most of them target very specific problems, and few are proven to work in practice. This paper presents a proof of work mechanism based on matrix computation, serving a much wider range of applications while serving as the consensus mechanism of a blockchain network. I will cover the current research in the proof of useful work area, and focus on Proof of eXercise (PoX), another mechanism based on matrix computation. Proof of Computation (PoC), the consensus mechanism described in this paper, is a redesigned version of PoX. The mechanism is backed by a series of experiments that confirm the functionality of the protocol.
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