[1]. Zamani H, bazrafshan O. Modeling Wet Period Rainfall magnitude in the North and South Coasts of Iran Using the Generalized Gamma Model. Iranian journal of Ecohydrology. 2019; 6(3): 739-751.[Persian]
[2]. Gerkani Nezhad Moshizi Z, Teimouri F, Bazrafshan O. Optimization of the number of rain gage stations based on interpolation methods and principal components analysis in Iran. Iranian journal of Ecohydrology, 2017; 4(3): 897-910. [Persian]
[3]. Heim Jr RR. A review of twentieth-century drought indices used in the United States. Bulletin of the American Meteorological Society. 2002;83(8):1149-66.
[4]. Tosunoğlu F, Onof C. Joint modelling of drought characteristics derived from historical and synthetic rainfalls: Application of Generalized Linear Models and Copulas. Journal of Hydrology: Regional Studies. 2017; 14:167-81.
[5]. Nalbantis I, Tsakiris G. Assessment of hydrological drought revisited. Water Resources Management. 2009; 23(5):881-97.
[6]. Wilhite DA, editor. Droughts: A global assesment. Natural Hazards and Disasters Series, U.K: Routledge Publishers; 2016.
[7]. Sklar A. Distribution functions of n dimensions and margins. Publications of the Institute of Statistics of the University of Paris. 1959; 8:229-31.
[8]. De Michele C, Salvadori G. A generalized Pareto intensity‐duration model of storm rainfall exploiting 2‐copulas. Journal of Geophysical Research: Atmospheres. 2003 Jan 27;108(D2).
[9]. Shiau JT. Fitting drought duration and severity with two-dimensional copulas. Water resources management. 2006; 20(5):795-815.
[10]. Serinaldi F, Bonaccorso B, Cancelliere A, Grimaldi S. Probabilistic characterization of drought properties through copulas. Physics and Chemistry of the Earth, Parts a/B/C. 2009 Jan 1;34(10-12):596-605.
[11]. Song S, Singh VP. Frequency analysis of droughts using the Plackett copula and parameter estimation by genetic algorithm. Stochastic Environmental Research and Risk Assessment. 2010; 24(5):783-805.
[12]. Liu, Chun-Ling, Qiang Zhang, Vijay P. Singh, and Ying Cui. "Copula-based evaluations of drought variations in Guangdong, South China." Natural Hazards. 2011: 1533-1546.
[13]. Zhang Q, Li J, Singh VP, Xu CY. Copula‐based spatio‐temporal patterns of precipitation extremes in China. international Journal of Climatology. 2013; 33(5):1140-52.
[14]. Mirabbasi R, Anagnostou EN, Fakheri-Fard A, Dinpashoh Y, Eslamian S. Analysis of meteorological drought in northwest Iran using the Joint Deficit Index. Journal of Hydrology. 2013 Jun 7;492:35-48.
[15]. Bazrafshan O, Zamani H, Shekari M. A copula‐based index for drought analysis in arid and semi‐arid regions of Iran. Natural Resource Modeling. 2020; 33(1):e12237.
[16]. Shukla S, Wood AW. Use of a standardized runoff index for characterizing hydrologic drought. Geophysical research letters. 2008;35(2).
[17]. Kao SC, Govindaraju RS. A copula-based joint deficit index for droughts. Journal of Hydrology. 2010; 380(1-2):121-34.
[18]. Requena AI, Mediero L, Garrote L. A bivariate return period based on copulas for hydrologic dam design: accounting for reservoir routing in risk estimation. Hydrology and Earth System Sciences. 2013; 17(8):3023.
[19]. Hofert M, Mächler M. Nested Archimedean copulas meet R: The nacopula package. Journal of Statistical Software. 2011; 39(9).
[20]. Cheraghali Zadeh M, Nazi Ghomeshloo A, and Bazrafshan J. Integrated monitoring of Hydro-meteorological droughts in Kasilian catchment (Mazandaran province). Earth and Space Physics. 2018;44 (2), 463-477.(in Persion).
[21]. Kao SC, Govindaraju RS. Trivariate statistical analysis of extreme rainfall events via the Plackett family of copulas. Water Resources Research. 2008; 44(2).
[22]. Hui-Mean F, Yusof F, Yusop Z, Suhaila J. Trivariate copula in drought analysis: a case study in peninsular Malaysia. Theoretical and Applied Climatology. 2019; 138(1-2):657-71.
[23]. Ganguli P, Reddy MJ. Probabilistic assessment of flood risks using trivariate copulas. Theoretical and Applied Climatology. 2013;111(1-2):341-60.