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Game-theoretic Approach to a Decision-making Problem for Blockchain Mining

机译:区块挖掘的决策问题的游戏理论方法

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It is an important decision-making problem for a miner in the blockchain networks if he/she participates in the mining so that he/she earns a reward by creating a new block earlier than other miners. We formulate this decision-making problem as a noncooperative game, because the probability of creating a block depends not only on one's own available computational resources, but also those of other miners. Through theoretical and numerical analyses, we show a hysteresis phenomenon of Nash equilibria depending on the reward and a jump phenomenon of miner decisions by a slight change in reward. We also show that the reward for which miners decide not to participate in the mining becomes smaller as the number of miners increases.
机译:如果他/她参与挖掘,那么挖掘网络中的矿工是一个重要的决策问题,以便他/她通过比其他矿工更早地创造新的街区获得奖励。 我们将该决策问题作为非支持性游戏制定,因为创建块的概率不仅取决于自己可用的计算资源,而且取决于其他矿工的可能性。 通过理论和数值分析,我们展示了纳什均衡的滞后现象,取决于奖励决策的奖励和跳跃现象,略有奖励。 我们还表明,随着矿工人数增加,矿工决定不参与采矿的奖励变得较小。

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