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Modeling and forecasting multifractal wavelet scale: Western market versus eastern market

机译:建模与预测多重术小波规模:西方市场与东方市场

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This leading primary study is about modeling multifractal wavelet scale time series data using multiple wavelet coherence (MWC), continuous wavelet transform (CWT) and multifractal detrended fluctuation analysis (MFDFA) and forecasting with vector autoregressive fractionally integrated moving average (VARFIMA) model. The data is acquired from Yahoo Finances!, which is composed of 1671 daily stock market of eastern (NIKKEI, TAIEX, KOPSI) and western (SP500, FTSE, DAX) markets. Once the co-movement dependencies on time-frequency space are determined with MWC, the coherent data is extracted out of raw data at a certain scale by using CWT. The multifractal behavior of the extracted series is verified by MFDFA and its local Hurst exponents have been calculated obtaining root mean square of residuals at each scale. This inter-calculated fluctuation function time series has been re-scaled and used to estimate the process with VARFIMA model and forecasted accordingly. The results have shown that the direction of price change is determined without diffculty and the effciency of forecasting has been substantially increased using highly correlated multifractal wavelet scale time series data.
机译:这种领先的初级研究是使用多个小波相干(MWC),连续小波变换(CWT)和多重反转波动分析(MFDFA)来建模多重术小波刻度时间序列数据,并通过载体自回归分馏综合移动平均(varfima)模型预测。这些数据是从雅虎财务获取的!,由1671年东部(日经,Taiex,Kopsi)和西部(SP500,FTSE,DAX)市场组成。一旦用MWC确定时频空间的合作依赖性,通过使用CWT将相干数据以一定刻度的原始数据从原始数据中提取。提取的系列的多重分术行为由MFDFA验证,并且其本地HUST指令已经计算出每种规模的残留物的均方根。该计算间波动函数时间序列已被重新缩放并用于估计varfima模型的过程并相应地预测。结果表明,使用高度相关的多分形小波刻度时间序列数据,在不扩散的情况下确定价格变化方向而无需扩散,预测的效率已经大大增加。

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