2020
DOI: 10.1016/j.physa.2019.122310
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Multifractal detrended cross-correlation analysis of the relation between price and volume in European carbon futures markets

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Cited by 29 publications
(12 citation statements)
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“…For instance, Reference [13] used multifractal analysis on an air pollution index time series, while References [14,15] used six air pollutants for numerical experiments in their multifractal analysis. Fine particulate matter pollutants have been of interest for several research endeavors [16][17][18], while [19], for example, used a multifractal analysis on a time series from the European carbon futures markets. Multifractal analysis is often used for temperature analysis like [20] did for air temperature, or [21] for global methane concentrations and remotely-sensed temperature anomalies.…”
Section: Introductionmentioning
confidence: 99%
“…For instance, Reference [13] used multifractal analysis on an air pollution index time series, while References [14,15] used six air pollutants for numerical experiments in their multifractal analysis. Fine particulate matter pollutants have been of interest for several research endeavors [16][17][18], while [19], for example, used a multifractal analysis on a time series from the European carbon futures markets. Multifractal analysis is often used for temperature analysis like [20] did for air temperature, or [21] for global methane concentrations and remotely-sensed temperature anomalies.…”
Section: Introductionmentioning
confidence: 99%
“…Since the development of multifractal detrended crosscorrelation analysis (MF-DCCA, or called MF-DXA) by Zhou (2008) reveal the multifractal features of two cross-correlated signals, DCCA and MF-DCCA have been widely discussed and used (Aslam et al 2022;Jafari et al 2007;Jiang and Zhou 2011;Kristoufek 2011;Zou and Zhang 2020).…”
Section: Multifractal Detrended Analysis Methodsmentioning
confidence: 99%
“…The conventional econometric methodologies that are frequently employed in literature on carbon prices mostly examine the connection between these markets in a linear perspective. Multifractality is central to the science of complexity and it finds applications in almost all essential areas of scientific activity, including physics (Muzy et al 2008;Subramaniam et al 2008), chemistry Meakin 1988, Udovichenko andStrizhak 2002), biology (Makowiec et al 2009;Rosas et al 2002), hydrology (Telesca et al 2005), environment (Farjah 2019;Sipra et al 2021), linguistics (Drożdż et al 2016), Physiology (Nagy et al 2017), psychology (Kelty-Stephen 2017Stephen et al 2012), behavioral sciences (Ihlen and Vereijken 2013), agriculture (Kim et al 2011, McKenzie andHolt 2002), economics (Drożdż et al 2010), finance (Delbianco et al 2016, Zou andZhang 2020), and even music (Jafari et al 2007). Additionally, using conventional linear analysis techniques to study the financial markets is not reliable and robust.…”
Section: Literature Reviewmentioning
confidence: 99%
“…The first subgroup mainly focused on the relationship between the carbon futures price, trading volume and volatility. Some analyzed the volume and volatility relationship between two main carbon futures products in the EU ETS (Kim, 2014;Rannou and Barneto, 2016), the basic results showed that there existed the lead-lag relationship between them, but it varied at different frequencies (Zou and Zhang, 2020). Apart from the EU ETS, the volatility dynamics for Carbon Financial Instruments traded in the Chicago Climate Exchange were noticed (Sabbaghi and Sabbaghi, 2011), and thin trading effects was found.…”
Section: Introductionmentioning
confidence: 99%