The use of scaling properties to detect relevant changes in financial time series: a new visual warning tool
Ioannis P. Antoniades, Giuseppe Brandi, L. G. Magafas, T. Di Matteo

TL;DR
This paper introduces a new visual method using time-dependent Generalized Hurst Exponents to detect critical changes and patterns in financial time series, providing early warnings for market bubbles and crises.
Contribution
The paper develops a novel visual detection tool based on multiscaling analysis of financial data, distinguishing different market regimes and identifying early signs of turbulence.
Findings
Multiscaling varies significantly over time in financial markets.
Transitions to multiscaling often precede critical market events.
Asymmetric multiscaling patterns serve as fingerprints of turbulent periods.
Abstract
The dynamical evolution of multiscaling in financial time series is investigated using time-dependent Generalized Hurst Exponents (GHE), , for various values of the parameter . Using , we introduce a new visual methodology to algorithmically detect critical changes in the scaling of the underlying complex time-series. The methodology involves the degree of multiscaling at a particular time instance, the multiscaling trend which is calculated by the Change-Point Analysis method, and a rigorous evaluation of the statistical significance of the results. Using this algorithm, we have identified particular patterns in the temporal co-evolution of the different time-series. These GHE patterns, distinguish in a statistically robust way, not only between time periods of uniscaling and multiscaling, but also among different types of multiscaling: symmetric multiscaling (M) and…
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Taxonomy
TopicsComplex Systems and Time Series Analysis · Ecosystem dynamics and resilience
