2020
DOI: 10.1016/j.jhydrol.2020.125502
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A MCMC-based maximum entropy copula method for bivariate drought risk analysis of the Amu Darya River Basin

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Cited by 30 publications
(18 citation statements)
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“…SPI was proposed by Mckee [8], its calculation is based on a multi-year monthly precipitation data series. The information of SPI response on different time scales is also different [29]. In this study, the SPIProgram downloaded from the website http://drought.unl.edu/Monitoring Tools/Downloadable SPIProgram.aspx (accessed on 15 January 2021) is only used to calculate the value of SPI on 1, 3 and 12 month time scales (SPI1, SPI3 and SPI12), the drought situation in the study area was analyzed by SPI3.…”
Section: Meteorological Drought Index Spi and Drought Characteristicsmentioning
confidence: 99%
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“…SPI was proposed by Mckee [8], its calculation is based on a multi-year monthly precipitation data series. The information of SPI response on different time scales is also different [29]. In this study, the SPIProgram downloaded from the website http://drought.unl.edu/Monitoring Tools/Downloadable SPIProgram.aspx (accessed on 15 January 2021) is only used to calculate the value of SPI on 1, 3 and 12 month time scales (SPI1, SPI3 and SPI12), the drought situation in the study area was analyzed by SPI3.…”
Section: Meteorological Drought Index Spi and Drought Characteristicsmentioning
confidence: 99%
“…Commonly used Copula functions are generally divided into five types, including Archimedean Copula, Metaelliptical Copula, Plackette Copula, mixed Copula, and empirical Copula. Since Archimedean Copula and Metaelliptical Copula functions are easy to construct and can capture dependent structures with several characteristics, they have become very attractive functions in bivariate hydrological frequency analysis [29,39]. In this paper, three commonly used Archimedean Copula (Clayton, Frank and Gumbol-Hougaard) and two commonly used Metaelliptical Copula (Gaussian and t Student Copula) were selected, and the inference function for margin (IFM) method [40] was used to estimate the parameters of copula functions, that is, first calculate the parameter values of the marginal distribution through the MLE method, and then use the obtained marginal distribution parameters to obtain the unknown parameters in the copula functions.…”
Section: Copula Functionmentioning
confidence: 99%
“…where p(θ) and p(θ, Y) signify prior and posterior distribution of parameters, respectively. p(Y ,θ) denotes likelihood function, and p(Y) is coned evidence (Yang et al, 2020). Then, according to the parameter distribution, the estimated parameter in the 95% confidence interval was selected as the calculation input of the copula function.…”
Section: Bayesian Copula and Multivariate Riskmentioning
confidence: 99%
“…SPI and SPEI are developed based on the discrepancy between precipitation and water balance, which are widely applied to meteorological drought (Hamal et al, 2020). HDI is developed by meteorological indicators and runoff, which represents a drought that river runoff is below the normal level; and HDI is usually applied to hydrological drought (Yang et al, 2020). On a large regional scale, areas with scarce precipitation and intense evapotranspiration are usually characterized by meteorological drought.…”
Section: Introductionmentioning
confidence: 99%
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