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Maximum likelihood estimation of the Fisher-Bingham distribution via
  efficient calculation of its normalizing constant

Maximum likelihood estimation of the Fisher-Bingham distribution via efficient calculation of its normalizing constant

30 April 2020
Yici Chen
Ken’ichiro Tanaka
ArXiv (abs)PDFHTML

Papers citing "Maximum likelihood estimation of the Fisher-Bingham distribution via efficient calculation of its normalizing constant"

4 / 4 papers shown
Title
Stein's Method of Moments on the Sphere
Stein's Method of Moments on the Sphere
Adrian Fischer
Robert E. Gaunt
Yvik Swan
38
2
0
15 Jun 2024
A Probabilistic Rotation Representation for Symmetric Shapes With an
  Efficiently Computable Bingham Loss Function
A Probabilistic Rotation Representation for Symmetric Shapes With an Efficiently Computable Bingham Loss Function
Hiroya Sato
Takuya Ikeda
Koichi Nishiwaki
59
2
0
30 May 2023
A branch cut approach to the probability density and distribution
  functions of a linear combination of central and non-central Chi-square
  random variables
A branch cut approach to the probability density and distribution functions of a linear combination of central and non-central Chi-square random variables
A. Kume
T. Sei
A. Wood
18
0
0
12 May 2023
Probabilistic Rotation Representation With an Efficiently Computable
  Bingham Loss Function and Its Application to Pose Estimation
Probabilistic Rotation Representation With an Efficiently Computable Bingham Loss Function and Its Application to Pose Estimation
Hiroya Sato
Takuya Ikeda
Koichi Nishiwaki
86
1
0
09 Mar 2022
1