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A New Class of Exponentiated Beta-Skew-Laplace Distribution

Anais da Academia Brasileira de Ciências, 2022-01, Vol.94 (4), p.e20191597-e20191597

2022

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The Asymmetric Power-Student-t Model for Censored and Truncated Data

Anais da Academia Brasileira de Ciências, 2021-01, Vol.93 (4), p.e20190920-e20190920

2021

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Bivariate Unit-Weibull Distribution: Properties and Inference

Mathematics (Basel), 2023-09, Vol.11 (17), p.3760

2023

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The Log-Bimodal Asymmetric Generalized Gaussian Model with Application to Positive Data

Mathematics (Basel), 2023-08, Vol.11 (16), p.3587

2023

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An Exponentiated Skew-Elliptic Nonlinear Extension to the Log–Linear Birnbaum–Saunders Model with Diagnostic and Residual Analysis

Axioms, 2023-07, Vol.12 (7), p.624

2023

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Some Extensions of the Asymmetric Exponentiated Bimodal Normal Model for Modeling Data with Positive Support

Mathematics (Basel), 2023-04, Vol.11 (7), p.1563

2023

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A Flexible Class of Two-Piece Normal Distribution with a Regression Illustration to Biaxial Fatigue Data

Mathematics (Basel), 2023-03, Vol.11 (5), p.1271

2023

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New Regression Models Based on the Unit-Sinh-Normal Distribution: Properties, Inference, and Applications

Mathematics (Basel), 2021-06, Vol.9 (11), p.1231

2021

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Bivariate Proportional Hazard Models: Structure and Inference

Symmetry (Basel), 2022-10, Vol.14 (10), p.2073

2022

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The Skewed-Elliptical Log-Linear Birnbaum–Saunders Alpha-Power Model

Symmetry (Basel), 2021-07, Vol.13 (7), p.1297

2021

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The Exponential-Centred Skew-Normal Distribution

Symmetry (Basel), 2020-07, Vol.12 (7), p.1140

2020

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A Family of Skew-Normal Distributions for Modeling Proportions and Rates with Zeros/Ones Excess

Symmetry (Basel), 2020-09, Vol.12 (9), p.1439

2020

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Power Families of Bivariate Proportional Hazard Models

Mathematics (Basel), 2022-11, Vol.10 (23), p.4410

2022

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The Censored Beta-Skew Alpha-Power Distribution

Symmetry (Basel), 2021-07, Vol.13 (7), p.1114

2021

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A Class of Exponentiated Regression Model for Non Negative Censored Data with an Application to Antibody Response to Vaccine

Symmetry (Basel), 2021-08, Vol.13 (8), p.1419

2021

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Likelihood-Based Inference for the Asymmetric Beta-Skew Alpha-Power Distribution

Symmetry (Basel), 2020-04, Vol.12 (4), p.613

2020

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Inflated Unit-Birnbaum-Saunders Distribution

Mathematics (Basel), 2022-02, Vol.10 (4), p.667

2022

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Modelling Asymmetric Data by Using the Log-Gamma-Normal Regression Model

Mathematics (Basel), 2022-04, Vol.10 (7), p.1199

2022

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Extended Generalized Sinh-Normal Distribution

Mathematics (Basel), 2021-11, Vol.9 (21), p.2793

2021

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The Multivariate Skewed Log-Birnbaum–Saunders Distribution and Its Associated Regression Model

Mathematics (Basel), 2023-03, Vol.11 (5), p.1095

2023

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A Bimodal Extension of the Epsilon-Skew-Normal Model

Mathematics (Basel), 2023-01, Vol.11 (3), p.507

2023

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New Class of Unit-Power-Skew-Normal Distribution and Its Associated Regression Model for Bounded Responses

Mathematics (Basel), 2022-09, Vol.10 (17), p.3035

2022

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The Bivariate Unit-Sinh-Normal Distribution and Its Related Regression Model

Mathematics (Basel), 2022-08, Vol.10 (17), p.3125

2022

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Flexible Log-Linear Birnbaum–Saunders Model

Mathematics (Basel), 2021-06, Vol.9 (11), p.1188

2021

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Modeling Proportion Data with Inflation by Using a Power-Skew-Normal/Logit Mixture Model

Mathematics (Basel), 2021-08, Vol.9 (16), p.1989

2021

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A New Class of Exponentiated Beta-Skew-Laplace Distribution

The Asymmetric Power-Student-t Model for Censored and Truncated Data

Bivariate Unit-Weibull Distribution: Properties and Inference

The Log-Bimodal Asymmetric Generalized Gaussian Model with Application to Positive Data

An Exponentiated Skew-Elliptic Nonlinear Extension to the Log–Linear Birnbaum–Saunders Model with Diagnostic and Residual Analysis

Some Extensions of the Asymmetric Exponentiated Bimodal Normal Model for Modeling Data with Positive Support

A Flexible Class of Two-Piece Normal Distribution with a Regression Illustration to Biaxial Fatigue Data

New Regression Models Based on the Unit-Sinh-Normal Distribution: Properties, Inference, and Applications

Bivariate Proportional Hazard Models: Structure and Inference

The Skewed-Elliptical Log-Linear Birnbaum–Saunders Alpha-Power Model

The Exponential-Centred Skew-Normal Distribution

A Family of Skew-Normal Distributions for Modeling Proportions and Rates with Zeros/Ones Excess

Power Families of Bivariate Proportional Hazard Models

The Censored Beta-Skew Alpha-Power Distribution

A Class of Exponentiated Regression Model for Non Negative Censored Data with an Application to Antibody Response to Vaccine

Likelihood-Based Inference for the Asymmetric Beta-Skew Alpha-Power Distribution

Inflated Unit-Birnbaum-Saunders Distribution

Modelling Asymmetric Data by Using the Log-Gamma-Normal Regression Model

Extended Generalized Sinh-Normal Distribution

The Multivariate Skewed Log-Birnbaum–Saunders Distribution and Its Associated Regression Model

A Bimodal Extension of the Epsilon-Skew-Normal Model

New Class of Unit-Power-Skew-Normal Distribution and Its Associated Regression Model for Bounded Responses

The Bivariate Unit-Sinh-Normal Distribution and Its Related Regression Model

Flexible Log-Linear Birnbaum–Saunders Model

Modeling Proportion Data with Inflation by Using a Power-Skew-Normal/Logit Mixture Model

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