Recurrence entropy and financial crashes

V. Soloviev, O. Serdiuk, S. Semerikov, O. Kohut-Ferens
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引用次数: 10

Abstract

Entropy is one of the most frequently and effectively used measure of the complexity of systems of various nature. And if the Shannon's canonical entropy is more a measure of the randomness of the system, then the approximate, sample, permutation and other new type entropy that have appeared recently, exploiting the Shannon entropy form have allowed us to quantify the complexity of the systems in question using fast and efficient algorithms. For the first time, a new type of recurrence entropy is used to analyze the dynamics of financial time series under crashes conditions. It is shown that recurrent entropy can be used as the indicatorpredictor of financial crashes. Keywords—recurrence plot, recurrence quantification analysis, recurrence entropy.
递归熵和金融崩溃
熵是衡量各种性质系统复杂性最常用和最有效的方法之一。如果香农标准熵更多的是衡量系统的随机性,那么最近出现的近似、样本、排列和其他新型熵,利用香农熵形式,使我们能够使用快速有效的算法来量化问题系统的复杂性。本文首次利用一种新的递归熵来分析金融时间序列在崩溃条件下的动态。结果表明,循环熵可以作为金融危机的指标预测因子。关键词:递归图,递归量化分析,递归熵。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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