A Comparative Study of Financial Crises: Fractal Dissection of Investor Rationality

被引:2
作者
Agarwal, Sonali [1 ]
Vats, Anshul [1 ]
机构
[1] GGSIPU Dwarka, USHSS, Delhi, India
关键词
Financial Crisis; Fractal Dimension Analysis; Persistence; Randomness; Hurst Exponent; Predictability Index; HURST EXPONENT;
D O I
10.1177/09722629211022518
中图分类号
F [经济];
学科分类号
02 ;
摘要
Any non-linear dynamic system can be checked for structural properties only at the time of extremes/crises. Hence, in this research article we tried to investigate stock markets for visible patterns or structures in the vicinity of crashes. We used fractal dimension analysis for studying the volatility of prices and presence of noise and patterns in the time series data of NIFTY, SENSEX and gold. We found change in market predictability of the various time series in the surrounding of crash points. There was measurable change in persistence levels around rupture points. It can be concluded that excessive order in stock markets can choke the markets which then witness crashes to relieve this symmetry and resume randomness for normal functioning. We supported the results with behavioural biases and patterns of investors. The repetitive trading psychology, different intensity of emotions of investors towards their gains and losses, and onset of irrationality and fear leads to worsening of any financial crisis. The crashes can have devastating effects on the economy and the investors. We there have tried to find visible patterns that can serve as warning signals of an approaching crisis. This can be of special assistance to the investors, traders and speculators who enjoy playing in the stock market.
引用
收藏
页码:193 / 209
页数:17
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