A novel flexible class of intervened Poisson distribution by Lagrangian approach
MR Irshad, M Monisha, C Chesneau, R Maya… - Stats, 2023 - mdpi.com
The zero-truncated Poisson distribution (ZTPD) generates a statistical model that could be
appropriate when observations begin once at least one event occurs. The intervened …
appropriate when observations begin once at least one event occurs. The intervened …
A new generalization of the zero-truncated negative binomial distribution by a Lagrange expansion with associated regression model and applications
M Monisha, R Maya, MR Irshad, C Chesneau… - International Journal of …, 2023 - Springer
In this paper, we propose a new generalization of the zero-truncated negative binomial
distribution using the Lagrange expansion of the second kind, which we call the Lagrangian …
distribution using the Lagrange expansion of the second kind, which we call the Lagrangian …
A Novel Zero-Truncated Katz Distribution by the Lagrange Expansion of the Second Kind with Associated Inferences
DS Shibu, C Chesneau, M Monisha, R Maya… - Analytics, 2023 - mdpi.com
In this article, the Lagrange expansion of the second kind is used to generate a novel zero-
truncated Katz distribution; we refer to it as the Lagrangian zero-truncated Katz distribution …
truncated Katz distribution; we refer to it as the Lagrangian zero-truncated Katz distribution …
[PDF][PDF] A Novel Flexible Class of Intervened Poisson Distribution by Lagrangian Approach. Stats 2023, 6, 150–168
MR Irshad, M Monisha, C Chesneau, R Maya… - 2023 - researchgate.net
The zero-truncated Poisson distribution (ZTPD) generates a statistical model that could be
appropriate when observations begin once at least one event occurs. The intervened …
appropriate when observations begin once at least one event occurs. The intervened …