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Multivariate financial time series in the light of complex network analysis

机译:鉴于复杂的网络分析,多变量金融时间序列

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We established a complex network from multivariate financial time series in which one node represents the types of states corresponding to the combination of the fluctuations of the crude oil future prices, the S&P 500 Index, the US Dollar Index, and gold future prices on a given day; one edge denotes the transition time from one node to another; and the weight is the transition frequency between two states. Through analyzing the network's topological structure, we obtain the characteristics of the transitions of these states in financial time series. The results show that nodes' out-strength distribution and betweenness centrality distribution both follow the power-law distribution. A shock to one financial market can be quickly transited to the other three financial markets and a transition probability matrix is proposed to predict the short-term financial market fluctuations. The transition characteristics under volatility clustering of the network that are obtained in this study provide a new perspective to explain financial volatility clustering, which extends the application of complex network theory to financial studies and helps investors understand the financial market. (C) 2018 Elsevier B.V. All rights reserved.
机译:我们从多元财务时间序列建立了一个复杂的网络,其中一个节点代表了与原油未来价格波动的组合相对应的国家类型,标准普尔500指数,美元指数,以及给定的金未来价格日;一个边缘表示从一个节点到另一个节点的转换时间;并且重量是两个状态之间的过渡频率。通过分析网络的拓扑结构,我们在金融时序中获得了这些国家过渡的特征。结果表明,节点的漏洞强度分布和之间的中心地位分布均遵循幂律分布。对一个金融市场的震动可以很快转变为其他三个金融市场,提出过渡概率矩阵,以预测短期金融市场波动。本研究获得的网络的波动率集聚下的过渡特性提供了一种新的视角,以解释金融波动性聚类,这扩展了复杂网络理论对金融研究的应用,并帮助投资者了解金融市场。 (c)2018年elestvier b.v.保留所有权利。

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