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Best-fit probability distribution models for monthly rainfall of Northeastern Brazil

Water science and technology, 2021-09, Vol.84 (6), p.1541-1556

2021

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Selection between the generalized Pareto and kappa distributions in peaks-over-threshold hydrological frequency modelling

Hydrological sciences journal, 2017-05, Vol.62 (7), p.1167-1180

2017

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Comparison of Estimation Methods for a Nonstationary Index‐Flood Model in Flood Frequency Analysis Using Peaks Over Threshold

Water resources research, 2019-11, Vol.55 (11), p.9398-9416

2019

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Comparison of two fitting methods for the log-logistic distribution

Water resources research, 2003-08, Vol.39 (8), p.1217-n/a

2003

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Correcting confidence intervals for quantiles of a heavy-tailed distribution: Case of the two-parameter Kappa distribution

Journal of hydrology (Amsterdam), 2014-05, Vol.512, p.498-505

2014

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Comparison of automatic procedures for selecting flood peaks over threshold based on goodness‐of‐fit tests

Hydrological processes, 2018-08, Vol.32 (18), p.2874-2887

2018

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Pooled flood frequency analysis: a comparison based on peaks-over-threshold and annual maximum series

Hydrological sciences journal, 2019-01, Vol.64 (2), p.121-136

2019

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Adjusting for small-sample non-normality of design event estimators under a generalized Pareto distribution

Journal of hydrology (Amsterdam), 2015-11, Vol.530, p.384-391

2015

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Estimating flood quantiles at ungauged sites using nonparametric regression methods with spatial components

Hydrological sciences journal, 2019-07, Vol.64 (9), p.1056-1070

2019

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Analysis of air/river maximum daily temperature characteristics using the peaks over threshold approach

Ecohydrology, 2020-01, Vol.13 (1), p.n/a

2020

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Fitting the log-logistic distribution by generalized moments

Journal of hydrology (Amsterdam), 2006-09, Vol.328 (3), p.694-703

2006

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Parameter and quantile estimation of the 2-parameter kappa distribution by maximum likelihood

Stochastic environmental research and risk assessment, 2012-12, Vol.26 (8), p.1025-1039

2012

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Exploring generalized probability weighted moments, generalized moments and maximum likelihood estimating methods in two-parameter Weibull model

Journal of hydrology (Amsterdam), 2004-01, Vol.285 (1), p.62-75

2004

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A Transformer-Based Approach for Better Hand Gesture Recognition

2024 International Wireless Communications and Mobile Computing (IWCMC), 2024, p.1135-1140

2024

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Study of hydrological phenomena by extreme value theory

Natural hazards (Dordrecht), 1991, Vol.4 (4), p.373-388

1991

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Regional flood quantile estimation under linear transformation of the data

Water resources research, 2000-06, Vol.36 (6), p.1605-1610

2000

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On some methods of fitting the generalized Pareto distribution

Journal of hydrology (Amsterdam), 1996, Vol.177 (1), p.117-141

1996

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CONFIDENCE INTERVALS FOR FLOOD EVENTS UNDER A PEARSON 3 OR LOG PEARSON 3 DISTRIBUTION

Journal of the American Water Resources Association, 1988-06, Vol.24 (3), p.639-650

1988

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Partial duration series modeling under the assumption of a Poissonian flood count

Journal of hydrology (Amsterdam), 1987-01, Vol.90 (1), p.135-144

1987

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The generalized method of moments as applied to problems of flood frequency analysis: some practical results for the log-Pearson type 3 distributions

Journal of hydrology (Amsterdam), 1987, Vol.90 (3-4), p.199-217

1987

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CONFIDENCE INTERVALS FOR FLOOD EVENTS UNDER A PEARSON 3 OR LOG PEARSON 3 DISTRIBUTION 1

Journal of the American Water Resources Association, 1988-06, Vol.24 (3), p.639-650

1988

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CONFIDENCE INTERVALS FOR FLOOD EVENTS UNDER A PEARSON 3 OR LOG PEARSON 3 DISTRIBUTION1

Journal of the American Water Resources Association, 1988-06, Vol.24 (3), p.639-650

1988

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Log-logistic flood frequency analysis — Comment

Journal of hydrology (Amsterdam), 1989-05, Vol.107 (1), p.367-370

1989

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The generalized method of moments as applied to problems of flood frequency analysis: Some practical results for the log-Pearson type 3 distribution

Journal of hydrology (Amsterdam), 1987-01, Vol.90 (3), p.199-217

1987

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Some remarks on the truncation used in partial flood series models

Water resources research, 1983-04, Vol.19 (2), p.477-480

1983

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Best-fit probability distribution models for monthly rainfall of Northeastern Brazil

Selection between the generalized Pareto and kappa distributions in peaks-over-threshold hydrological frequency modelling

Comparison of Estimation Methods for a Nonstationary Index‐Flood Model in Flood Frequency Analysis Using Peaks Over Threshold

Comparison of two fitting methods for the log-logistic distribution

Correcting confidence intervals for quantiles of a heavy-tailed distribution: Case of the two-parameter Kappa distribution

Comparison of automatic procedures for selecting flood peaks over threshold based on goodness‐of‐fit tests

Pooled flood frequency analysis: a comparison based on peaks-over-threshold and annual maximum series

Adjusting for small-sample non-normality of design event estimators under a generalized Pareto distribution

Estimating flood quantiles at ungauged sites using nonparametric regression methods with spatial components

Analysis of air/river maximum daily temperature characteristics using the peaks over threshold approach

Fitting the log-logistic distribution by generalized moments

Parameter and quantile estimation of the 2-parameter kappa distribution by maximum likelihood

Exploring generalized probability weighted moments, generalized moments and maximum likelihood estimating methods in two-parameter Weibull model

A Transformer-Based Approach for Better Hand Gesture Recognition

Study of hydrological phenomena by extreme value theory

Regional flood quantile estimation under linear transformation of the data

On some methods of fitting the generalized Pareto distribution

CONFIDENCE INTERVALS FOR FLOOD EVENTS UNDER A PEARSON 3 OR LOG PEARSON 3 DISTRIBUTION

Partial duration series modeling under the assumption of a Poissonian flood count

The generalized method of moments as applied to problems of flood frequency analysis: some practical results for the log-Pearson type 3 distributions

CONFIDENCE INTERVALS FOR FLOOD EVENTS UNDER A PEARSON 3 OR LOG PEARSON 3 DISTRIBUTION 1

CONFIDENCE INTERVALS FOR FLOOD EVENTS UNDER A PEARSON 3 OR LOG PEARSON 3 DISTRIBUTION1

Log-logistic flood frequency analysis — Comment

The generalized method of moments as applied to problems of flood frequency analysis: Some practical results for the log-Pearson type 3 distribution

Some remarks on the truncation used in partial flood series models

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