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首页> 外文期刊>Physica, A. Statistical mechanics and its applications >A top-bottom price approach to understanding financial fluctuations
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A top-bottom price approach to understanding financial fluctuations

机译:理解金融波动的最高价格方法

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The presence of sequences of top and bottom (TB) events in financial series is investigated for the purpose of characterizing such switching points. They clearly mark a change in the trend of rising or falling prices of assets to the opposite tendency, are of crucial importance for the players' decision and also for the market stability. Previous attempts to characterize switching points have been based on the behavior of the volatility and on the definition of microtrends. The approach used herein is based on the smoothing of the original data with a Gaussian kernel. The events are identified by the magnitude of the difference of the extreme prices, by the time lag between the corresponding events (waiting time), and by the time interval between events with a minimal magnitude (return time). Results from the analysis of the inter day Dow Jones Industrial Average index (DJIA) from 1928 to 2011 are discussed. q-Gaussian functions with power law tails are found to provide a very accurate description of a class of measures obtained from the series statistics.
机译:为了表征这种转换点,研究了金融系列中最高(TB)事件和最低(TB)事件序列的存在。它们清楚地标志着资产价格上升或下降趋势的变化,而趋势恰恰相反,这对于参与者的决定以及市场稳定至关重要。表征开关点的先前尝试是基于波动的行为和微观趋势的定义。本文中使用的方法基于使用高斯核对原始数据进行平滑处理。事件通过极端价格差异的大小,相应事件之间的时间间隔(等待时间)以及事件之间的时间间隔(最小时间)(返回时间)来标识。讨论了1928年至2011年日间道琼斯工业平均指数(DJIA)的分析结果。发现具有幂律尾部的q高斯函数可以非常准确地描述从序列统计中获得的一类度量。

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