JOURNAL ARTICLE
A new ridge-type estimator for the negative binomial regression model
Raad Ahmad Ayoob AL-SalamiKhalid Rahamtalla KhedirM. EissaZakariya Yahya Algamal
Year: 2025 Journal: AIP conference proceedings Vol: 3318 Pages: 070001-070001 Publisher: American Institute of Physics
Keywords:
Negative binomial distribution Ridge Estimator Statistics Regression analysis Computer science Mathematics Econometrics Geology Poisson distribution
Metrics
0
Cited By
0.00
FWCI (Field Weighted Citation Impact)
30
Refs
0.23
Citation Normalized Percentile
Is in top 1%
Is in top 10%
Topics
Advanced Statistical Methods and Models
Physical Sciences → Mathematics → Statistics and Probability
Statistical Methods and Inference
Physical Sciences → Mathematics → Statistics and Probability
Statistical Methods and Bayesian Inference
Physical Sciences → Mathematics → Statistics and Probability
Related Documents
JOURNAL ARTICLE
Generalized ridge estimator in negative binomial regression model
Nadwa Khazaal RashadNawal Mahmood HammoodZakariya Yahya Algamal
Journal: Journal of Physics Conference Series Year: 2021 Vol: 1897 (1)Pages: 012019-012019
JOURNAL ARTICLE
Modified ridge-type estimator for the zero inflated negative binomial regression model
Muhammad Nauman AkramNimra AfzalMuhammad AminAsia Batool
Journal: Communications in Statistics - Simulation and Computation Year: 2023 Vol: 53 (11)Pages: 5305-5322
JOURNAL ARTICLE
On ridge estimators for the negative binomial regression model
Journal: Economic Modelling Year: 2011 Vol: 29 (2)Pages: 178-184
JOURNAL ARTICLE
A two-parameter estimator in the negative binomial regression model
Journal: Journal of Statistical Computation and Simulation Year: 2012 Vol: 84 (1)Pages: 124-134
JOURNAL ARTICLE
A Huang–Yang-type Estimator to Reduce Multicollinearity in a Negative Binomial Regression Model
Gülseren ÇiçekAli ErkoçKadri Ulaş Akay
Journal: Acta Infologica Year: 2025 Vol: 0 (0)Pages: 0-0