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High frequency momentum trading with cryptocurrencies

机译:用加密货币交易高频动量

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Over the past few years, cryptocurrencies have increasingly been discussed as alternatives to traditional fiat currencies. These digital currencies have garnered significant interest from investment banks and portfolio managers as a potential option to diversify the financial risk from investing in other assets. This interest has also extended to the general public who have seen cryptocurrencies as a way of making a quick profit. This paper provides a first insight into the applicability of high frequency momentum trading strategies for cryptocurrencies. We implemented two variations of a signal-based momentum trading strategy: (i) a time series method; (ii) a cross sectional method. These strategies were tested on a selection of seven of the largest cryptocurrencies ranked by market capitalization. The results show that there exists potential for the momentum strategy to be used successfully for cryptocurrency trading in a high frequency setting. A comparison with a passive portfolio strategy is proposed, which shows abnormal returns when compared with the momentum strategies. Furthermore, the robustness of our results are checked through the application of the momentum strategies other sample periods. We also compare the performances of the signal-based momentum strategies with returns-based versions of the strategies. It is shown that the signal-based strategy outperforms the returns-based strategy. However, there appears to be no single parameterization of the signal-based strategies that can generate the greatest cumulative return over all sample periods.
机译:在过去的几年里,加密货币越来越多地被讨论为传统的菲亚特货币的替代品。这些数字货币从投资银行和投资组合管理人员那里获得了重大兴趣,作为将财务风险从投资其他资产的资金多样化的潜在选择。这种兴趣也扩展到一般公众,他们看到加密货币作为快速利润的方式。本文提供了对加密货币的高频势头交易策略适用性的首次见解。我们实施了基于信号的动量交易策略的两个变体:(i)时间序列方法; (ii)横截面方法。这些策略是在由市场资本化排名第7个最大的加密货币中进行测试的。结果表明,在高频设置中成功用于加密货币交易的势力策略。提出了与被动投资组合策略的比较,与动量策略相比,这显示出异常返回。此外,我们的结果的稳健性通过应用势战策略的其他样本期检查。我们还将基于信号的动量策略的性能与返回的策略版本进行了比较。结果表明,基于信号的策略优于基于返回的策略。但是,似乎没有基于信号的策略的单个参数化,可以在所有样本周期内产生最大的累积返回。

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