Current Volume 8
Abstract
The main objective of this paper was to illustrate derivation of Heckman-Conway-Maxwell-Poisson ‘HeckCOMPoisson’ model. HeckCOMPoisson model is an integrated model from Heckman and Conway-Maxwell-Poisson model. HeckCOMPoisson was developed to handle count model with selection. The model perform perfectly in terms of Goodness-of-Fit (GOF) and in prediction of count data with selection and handling under-dispersion and over-dispersion experienced in count data. HeckCOMPoisson distribution is flexible and gives robust models for dispersed counts.
Keywords
COMPoisson, HeckCOMPoisson, Integrated, Heckman
Citations
IRE Journals:
Leonard King’ora Thuo , Dr. Joseph Ouno Omondi , Dr. Boniface Kwach
"Derivation of Integrated Heckman-Conway-Maxwell-Poisson Model" Iconic Research And Engineering Journals Volume 6 Issue 2 2022 Page 116-118
IEEE:
Leonard King’ora Thuo , Dr. Joseph Ouno Omondi , Dr. Boniface Kwach
"Derivation of Integrated Heckman-Conway-Maxwell-Poisson Model" Iconic Research And Engineering Journals, 6(2)
About IRE Journals
IRE Journals is an open access online journals established with an aim to publish high quality of research work in various diciplines. We have more than 6 years in publications. Over 2500+ papers already published.
Important Links
For Authors
Volume 7:
Issue 1, Issue 2, Issue 3, Issue 4, Issue 5, Issue 6, Issue 7, Issue 8, Issue 9, Issue 10, Issue 11Volume 6:
Issue 1, Issue 2, Issue 3, Issue 4, Issue 5, Issue 6, Issue 7, Issue 8, Issue 9, Issue 10, Issue 11, Issue 12Volume 5:
Issue 1, Issue 2, Issue 3, Issue 4, Issue 5, Issue 6, Issue 7, Issue 8, Issue 9, Issue 10, Issue 11, Issue 12Volume 4:
Issue 1, Issue 2, Issue 3, Issue 4, Issue 5, Issue 6, Issue 7, Issue 8, Issue 9, Issue 10, Issue 11, Issue 12Volume 3:
Issue 1, Issue 2, Issue 3, Issue 4, Issue 5, Issue 6, Issue 7, Issue 8, Issue 9, Issue 10, Issue 11, Issue 12