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Dissection of Bitcoin’s multiscale bubble history from January 2012 to February 2018

机译:剖析2012年1月至2018年2月比特币的多尺度泡沫历史

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摘要

We present a detailed bubble analysis of the Bitcoin to US Dollar price dynamics from January 2012 to February 2018. We introduce a robust automatic peak detection method that classifies price time series into periods of uninterrupted market growth (drawups) and regimes of uninterrupted market decrease (drawdowns). In combination with the Lagrange Regularization Method for detecting the beginning of a new market regime, we identify three major peaks and 10 additional smaller peaks, that have punctuated the dynamics of Bitcoin price during the analysed time period. We explain this classification of long and short bubbles by a number of quantitative metrics and graphs to understand the main socio-economic drivers behind the ascent of Bitcoin over this period. Then, a detailed analysis of the growing risks associated with the three long bubbles using the Log-Periodic Power-Law Singularity (LPPLS) model is based on the LPPLS Confidence Indicators, defined as the fraction of qualified fits of the LPPLS model over multiple time windows. Furthermore, for various fictitious ‘present’ times t2 before the crashes, we employ a clustering method to group the predicted critical times tc of the LPPLS fits over different time scales, where tc is the most probable time for the ending of the bubble. Each cluster is proposed as a plausible scenario for the subsequent Bitcoin price evolution. We present these predictions for the three long bubbles and the four short bubbles that our time scale of analysis was able to resolve. Overall, our predictive scheme provides useful information to warn of an imminent crash risk.
机译:我们对2012年1月至2018年2月比特币对美元的价格动态进行了详细的泡沫分析。我们引入了一种强大的自动峰值检测方法,该方法将价格时间序列划分为不间断的市场增长(延期)和不间断的市场下降时期(缩编)。结合拉格朗日正则化方法来检测新市场制度的开始,我们确定了三个主要峰值和另外10个较小的峰值,这些峰值在所分析的时间段内打断了比特币价格的动态。我们通过一些定量指标和图表来解释长空泡沫的分类,以了解这段时期比特币上升背后的主要社会经济驱动因素。然后,使用对数周期幂律奇异度(LPPLS)模型对与三个长气泡相关的增长风险的详细分析是基于LPPLS置信度指标的,LPPLS置信度指标定义为LPPLS模型在多个时间的合格拟合的比例视窗。此外,对于崩溃之前的各种虚构的“当前”时间t2,我们采用聚类方法对LPPLS的预测关键时间tc进行分组以适合不同的时间范围,其中tc是泡沫结束的最可能时间。提出每个集群作为随后的比特币价格演变的可行方案。我们提供了我们的分析时间尺度能够解决的三个长气泡和四个短气泡的这些预测。总体而言,我们的预测方案可提供有用的信息,以警告即将发生的碰撞风险。

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