PUBLICACIÓN

A Möbius transformation-induced distribution on the torus

ACCEDER A LA PUBLICACIÓN: Scopus Orcid

Kato S., Pewsey A.

2015 BIOMETRIKA

Applied Mathematics (Q1), Mathematics (miscellaneous) (Q1), Statistics and Probability (Q1), Statistics, Probability and Uncertainty (Q1), Agricultural and Biological Sciences (miscellaneous) (Q1)

JCR: 1.13

SJR: 2.85

CITAS

29

DOI

10.1093/biomet/asv003

EID

2-s2.0-84941554860

ISSN

0006-3444

EISSN

1464-3510

BIBTEX

@article{RID:0506170554550-35, title = {A Mobius transformation-induced distribution on the torus}, journal = {Biometrika}, year = {2015}, author = {Kato, Shogo and Pewsey, Arthur}, volume = {102}, number = {2}, pages = {359-370} }

AUTORES DE LA UEX

Arthur Richard Pewsey

OTRAS PUBLICACIONES DE INTERÉS

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Tractable Circula Densities From Fourier Series
High Expectations On Phase Locking: Better Quantifying The Concentration Of Circular Data
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On Optimal Tests For Circular Reflective Symmetry About An Unknown Central Direction
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Rejoinder On: Recent Advances In Directional Statistics
Models For Circular Data From Time Series Spectra
Rejoinder On: Recent Advances In Directional Statistics
Models For Circular Data From Time Series Spectra
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Models For Circular Data From Time Series Spectra
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Parametric Bootstrap Edf-Based Goodness-Of-Fit Testing For Sinh–arcsinh Distributions
The Sinh-Arcsinh Normal Distribution
Parametric Bootstrap Edf-Based Goodness-Of-Fit Testing For Sinh–arcsinh Distributions
Constructing Optimal Tests For Circular Symmetry
Parametric Bootstrap Edf-Based Goodness-Of-Fit Testing For Sinh–arcsinh Distributions
Constructing Optimal Tests For Circular Symmetry
Parametric Bootstrap Goodness-Of-Fit Testing For Wehrly–johnson Bivariate Circular Distributions
Constructing Optimal Tests For Circular Symmetry
Parametric Bootstrap Goodness-Of-Fit Testing For Wehrly–johnson Bivariate Circular Distributions
On A Class Of Circulas: Copulas For Circular Distributions
Parametric Bootstrap Goodness-Of-Fit Testing For Wehrly–johnson Bivariate Circular Distributions
On A Class Of Circulas: Copulas For Circular Distributions
On Blest's Measure Of Kurtosis Adjusted For Skewness
On A Class Of Circulas: Copulas For Circular Distributions
On Blest's Measure Of Kurtosis Adjusted For Skewness
Discussion
On Blest's Measure Of Kurtosis Adjusted For Skewness
Discussion
A Möbius Transformation-Induced Distribution On The Torus
Discussion
A Möbius Transformation-Induced Distribution On The Torus
The Sinh-Arcsinhed Logistic Family Of Distributions: Properties And Inference
A Möbius Transformation-Induced Distribution On The Torus
The Sinh-Arcsinhed Logistic Family Of Distributions: Properties And Inference
Extending Circular Distributions Through Transformation Of Argument
The Sinh-Arcsinhed Logistic Family Of Distributions: Properties And Inference
Extending Circular Distributions Through Transformation Of Argument
The Sinh-Arcsinhed Logistic Family Of Distributions
Extending Circular Distributions Through Transformation Of Argument
The Sinh-Arcsinhed Logistic Family Of Distributions
Likelihood-Based Inference For Power Distributions
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Likelihood-Based Inference For Power Distributions
Inverse Batschelet Distributions For Circular Data
Likelihood-Based Inference For Power Distributions
Inverse Batschelet Distributions For Circular Data
Symmetric Circular Models Through Duplication And Cosine Perturbation
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Sine-Skewed Circular Distributions
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Sinh-Arcsinh Distributions
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Sinh-Arcsinh Distributions
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Two Nested Families Of Skew-Symmetric Circular Distributions
Objective Bayesian Inference For The Half-Normal And Half-T Distributions
Two Nested Families Of Skew-Symmetric Circular Distributions
Objective Bayesian Inference For The Half-Normal And Half-T Distributions
The Wrapped Stable Family Of Distributions As A Flexible Model For Circular Data
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Goodness-Of-Fit Tests For The Skew-Normal Distribution When The Parameters Are Estimated From The Data
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Goodness-Of-Fit Tests For The Skew-Normal Distribution When The Parameters Are Estimated From The Data
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Goodness-Of-Fit Tests For The Skew-Normal Distribution When The Parameters Are Estimated From The Data
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Some Observations On A Simple Means Of Generating Skew Distributions
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The Characteristic Functions Of The Skew-Normal And Wrapped Skew-Normal Distributions
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Problems Of Inference For Azzalini's Skew-Normal Distribution
High Expectations On Phase Locking: Better Quantifying The Concentration Of Circular Data
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