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The relationship between stock prices and exchange rates in Asian markets: A wavelet based correlation and quantile regression approach

机译:亚洲市场股票价格与汇率之间的关系:基于小波的相关和分位数回归方法

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Purpose - The purpose of this paper is to estimate the relationship between stock prices and exchange rates of eight Asian countries. The analysis is based on methodologies that possess the ability to provide a complete representation of data series from both time and frequency perspectives simultaneously. In addition, instead of limiting the analysis to focus on the conditional mean of the response variable y in the regression equation, the authors investigate the extremes of distribution to reveal a range of hidden relationships between these variables. Design/methodology/approach - Given the limitations of classical methodology of Pearson correlation and least-squares regression, this study estimates the relationship between stock prices and exchange rates through wavelet correlation and cross-correlation to serve as a protocol for different traders who view the market with different time resolutions. In addition, quantile regression technique robust to heteroscedasticity, skewness and leptokurtosis is used to understand the relationship between stock prices and a specified quantile of the exchange rates. Findings - In accordance with the portfolio balance effect, it is observed that stock prices and exchange rates are negatively correlated at all frequencies. In particular, the negative correlation grows with higher time scales (lower frequency intervals). The findings from quantile regression also suggest that the coefficients are more inclined to be negative when exchange rates are extremely high. Originality value - The paper contributes to the literature by focussing on the multi-scale relationship between stock prices and exchange rates. In addition, it also analyzes the relationship between stock prices and a specified quantile of the exchange rates.
机译:目的-本文的目的是估计八个亚洲国家的股票价格与汇率之间的关系。该分析基于能够同时从时间和频率角度提供数据序列完整表示的方法。此外,作者并没有将分析重点放在回归方程中的响应变量y的条件平均值上,而是研究了分布的极端值以揭示这些变量之间的一系列隐藏关系。设计/方法/方法-鉴于经典的Pearson相关和最小二乘回归方法的局限性,本研究通过小波相关和互相关来估计股票价格与汇率之间的关系,以作为查看该交易的不同交易者的协议不同时间分辨率的市场。此外,使用对异方差,偏度和瘦峰度具有鲁棒性的分位数回归技术来了解股价与指定汇率分位数之间的关系。调查结果-根据投资组合平衡的影响,可以发现股票价格和汇率在所有频率上均呈负相关。负相关性尤其随着较高的时间标度(较低的频率间隔)而增长。分位数回归的发现还表明,当汇率极高时,系数更倾向于为负。原创性价值-本文通过关注股票价格和汇率之间的多尺度关系为文献做出了贡献。此外,它还分析了股票价格和指定的汇率分位数之间的关系。

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