The Kumaraswamy GEV distribution - University of Manchester

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Figure: Quantile plots for the fits of (1) (the black plus character) and (2) (the red star character) for annual daily rainfall maxima from Uccle, Belgium. S.Eljabri (University of Manchester) Kum-GEV Distribution MRSc, Sep 28,2012 32 / 39
Figure: Return levels for annual daily rainfall maxima from Uccle, Belgium for the fits of (1) (in red) and (2) (in black). S.Eljabri (University of Manchester) Kum-GEV Distribution MRSc, Sep 28,2012 33 / 39
Page 1 and 2: The Kumaraswamy GEV distribution wi
Page 3 and 4: Why Study Extremes? S.Eljabri (Univ
Page 5 and 6: Extreme Events Q: What does it mean
Page 7 and 8: Applications of GEV distribution GE
Page 9 and 10: Double- Bounded probability density
Page 11 and 12: Double- Bounded probability density
Page 13 and 14: Kum-GEV distribution By combining t
Page 15 and 16: Sub-models of the Kum-GEV distribut
Page 21 and 22: PDF of the Kum-GEV distribution The
Page 23 and 24: Simulation Study The assessment is
Page 25 and 26: Figure: MSE a(n) (top left), MSE b(
Page 27 and 28: Table: The Anderson-Darling and Cra
Page 29 and 30: Figure: Fitted probability density
Page 31: Figure: Probability plots for the f
Page 35 and 36: Bibliography Buishand, T. A. (1991)
Page 37 and 38: Thank you S.Eljabri (University of
Page 39: S.Eljabri (University of Manchester

The Kumaraswamy GEV distribution - University of Manchester

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