Related references
Note: Only part of the references are listed.Toward more robust extreme flood prediction by Bayesian hierarchical and multimodeling
Hongxiang Yan et al.
NATURAL HAZARDS (2016)
Robust flood statistics: comparison of peak over threshold approaches based on monthly maxima and TL-moments
Svenja Fischer et al.
HYDROLOGICAL SCIENCES JOURNAL-JOURNAL DES SCIENCES HYDROLOGIQUES (2016)
Examination of the Spencer-McCuen Outlier-Detection Test for Log-Pearson Type 3 Distributed Data
J. R. Lamontagne et al.
JOURNAL OF HYDROLOGIC ENGINEERING (2016)
At-Site Flood Frequency Analysis of Annual Maximum Stream Flows in Pakistan Using Robust Estimation Methods
ishfaq ahmad et al.
POLISH JOURNAL OF ENVIRONMENTAL STUDIES (2015)
Regionalisation of the parameters of the log-Pearson 3 distribution: a case study for New South Wales, Australia
Tom Micevski et al.
HYDROLOGICAL PROCESSES (2015)
A modified weighted function method for parameter estimation of Pearson type three distribution
Zhongmin Liang et al.
WATER RESOURCES RESEARCH (2014)
A generalized Grubbs-Beck test statistic for detecting multiple potentially influential low outliers in flood series
T. A. Cohn et al.
WATER RESOURCES RESEARCH (2013)
Flood Coincidence Risk Analysis Using Multivariate Copula Functions
Lu Chen et al.
JOURNAL OF HYDROLOGIC ENGINEERING (2012)
Regional flood frequency analysis in eastern Australia: Bayesian GLS regression-based methods within fixed region and ROI framework - Quantile Regression vs. Parameter Regression Technique
Khaled Haddad et al.
JOURNAL OF HYDROLOGY (2012)
Flood risk assessment of River Indus of Pakistan
Bushra Khan et al.
ARABIAN JOURNAL OF GEOSCIENCES (2011)
Closure to Log-PearsonType 3 Distribution and Its Application in Flood Frequency Analysis. II: Parameter Estimation Methods by V. W. Griffis and J. R. Stedinger
V. W. Griffis et al.
JOURNAL OF HYDROLOGIC ENGINEERING (2009)
Log-Pearson Type 3 distribution and its application in flood frequency analysis. I: Distribution characteristics
V. W. Griffis et al.
JOURNAL OF HYDROLOGIC ENGINEERING (2007)
Log-Pearson type 3 distribution and its application in flood frequency analysis. II: Parameter estimation methods
V. W. Griffis et al.
JOURNAL OF HYDROLOGIC ENGINEERING (2007)
Estimating the impact of global change on flood and drought risks in europe:: A continental, integrated analysis
Bernhard Lehner et al.
CLIMATIC CHANGE (2006)
Bayesian generalized least squares regression with application to log Pearson type 3 regional skew estimation
DS Reis et al.
WATER RESOURCES RESEARCH (2005)
Three-parameter discontinuous distributions for hydrological samples with zero values
S Weglarczyk et al.
HYDROLOGICAL PROCESSES (2005)
On robustness of large quantile estimates of log-Gumbel and log-logistic distributions to largest element of the observation series: Monte Carlo results vs. first order approximation
WG Strupezewski et al.
STOCHASTIC ENVIRONMENTAL RESEARCH AND RISK ASSESSMENT (2005)
Log Pearson type 3 quantile estimators with regional skew information and low outlier adjustments
VW Griffis et al.
WATER RESOURCES RESEARCH (2004)
Impulse response of the kinematic diffusion model as a probability distribution of hydrologic samples with zero values
WG Strupczewski et al.
JOURNAL OF HYDROLOGY (2003)
Share Paper
