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Quantifying bid-ask spreads in the Chinese stock market using limit-order book data: Intraday pattern, probability distribution, long memory, and multifractal nature

机译:使用中国股票市场量化买卖差价   限价订单簿数据:日内模式,概率分布,长   记忆和多重分形

摘要

The statistical properties of the bid-ask spread of a frequently tradedChinese stock listed on the Shenzhen Stock Exchange are investigated using thelimit-order book data. Three different definitions of spread are consideredbased on the time right before transactions, the time whenever the highestbuying price or the lowest selling price changes, and a fixed time interval.The results are qualitatively similar no matter linear prices or logarithmicprices are used. The average spread exhibits evident intraday patternsconsisting of a big L-shape in morning transactions and a small L-shape in theafternoon. The distributions of the spread with different definitions decay aspower laws. The tail exponents of spreads at transaction level are well withinthe interval $(2,3)$ and that of average spreads are well in line with theinverse cubic law for different time intervals. Based on the detrendedfluctuation analysis, we found the evidence of long memory in the bid-askspread time series for all three definitions, even after the removal of theintraday pattern. Using the classical box-counting approach for multifractalanalysis, we show that the time series of bid-ask spread does not possessmultifractal nature.
机译:使用限价订单数据研究了在深圳证券交易所上市的经常交易的中国股票的买卖差价的统计特性。根据交易开始前的时间,最高买入价或最低卖出价格变化的时间以及固定的时间间隔,考虑了三种不同的价差定义。无论使用线性价格还是对数价格,结果在质量上都是相似的。平均价差表现出明显的盘中格局,由早盘交易中的大L形和午后的小L形组成。具有不同定义的利差分布会衰减幂次定律。交易级别的点差的尾部指数很好地位于区间$(2,3)$之内,平均点差的尾部指数恰好符合不同时间区间的逆立方定律。基于去趋势波动分析,即使删除了当日形态,我们仍在所有三种定义的买入-卖出时间序列中找到了长记忆的证据。使用经典的盒计数方法进行多重分形分析,我们证明了买卖差价的时间序列不具有多重分形性质。

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