Table A2.

Examples of previous fractal market analysis

AuthorsUnderling frameworkMethods and measurementUnits of analysis and coverageMarkets/indexes/currencies
Peters (1994) Chaos theory
FMH
Hurst exponent
R/S analysis
ARFIMA model
Several
[1988-1990]
Several
Panas (2001) Fractal dimensionHurst exponent
ARFIMA model
Daily stock prices
[1993-1998]
Athens stock exchange
Mynhardt et al. (2014) FMHDynamic hurst exponent
R/S analysis
Daily stock index and
exchange rate fluctuations
[1990-2010]
National stock markets
Foreign exchange markets
Ikeda (2017) Fractal geometry
FMH
Hurst exponentWeekly stock prices
[Not specified]
World stock markets
Flores-Muñoz et al. (2019b)Chaos theory
Fractal geometry
ARFIMA modelWeekly stock prices and online search results
[2012-2017]
STOXX® Global 3,000 travel and leisure
Ftiti et al. (2019) Multifractal approachDetrending moving average cross-correlation analysis
Multifractal detrending moving average cross-correlation analysis
Intraday trading volume and prices (futures contracts)
[2007-2010]
New York mercantile exchange
(Oil and gas)
Arbi Madani and Ftiti (2020) Multifractal approachq-detrending moving average cross-correlation analysis Mixed-correlated ARFIMAIntraday gold and oil prices and exchange rates
[2017-2019]
EUR, GBP, CHF JPY, CAD, AUD

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