Enhancing Causal Discovery in Financial Networks with Piecewise Quantile Regression

Cameron Cornell, Lewis Mitchell, Matthew Roughan
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Abstract

Financial networks can be constructed using statistical dependencies found within the price series of speculative assets. Across the various methods used to infer these networks, there is a general reliance on predictive modelling to capture cross-correlation effects. These methods usually model the flow of mean-response information, or the propagation of volatility and risk within the market. Such techniques, though insightful, don't fully capture the broader distribution-level causality that is possible within speculative markets. This paper introduces a novel approach, combining quantile regression with a piecewise linear embedding scheme - allowing us to construct causality networks that identify the complex tail interactions inherent to financial markets. Applying this method to 260 cryptocurrency return series, we uncover significant tail-tail causal effects and substantial causal asymmetry. We identify a propensity for coins to be self-influencing, with comparatively sparse cross variable effects. Assessing all link types in conjunction, Bitcoin stands out as the primary influencer - a nuance that is missed in conventional linear mean-response analyses. Our findings introduce a comprehensive framework for modelling distributional causality, paving the way towards more holistic representations of causality in financial markets.
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利用分位数回归加强金融网络中的因果发现
金融网络可以利用投机资产价格序列中的统计依赖关系来构建。在用于推断这些网络的各种方法中,普遍依赖于预测建模来捕捉交叉相关效应。这些方法通常模拟平均反应信息流,或市场内波动和风险的传播。这些技术虽然很有洞察力,但并不能完全捕捉到投机市场中可能存在的更广泛的分布层面的因果关系。本文引入了一种新颖的方法,将量化回归与逐次线性嵌入方案相结合--使我们能够构建因果关系网络,识别金融市场固有的复杂尾部相互作用。我们发现加密货币有自我影响的倾向,交叉变量效应相对稀少。综合评估所有链接类型,比特币是主要的影响因素--这是传统的线性平均响应分析所忽略的细微差别。我们的研究结果引入了一个全面的分布因果关系建模框架,为更全面地反映金融市场的因果关系铺平了道路。
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