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 …
Characterizations of the Recently Introduced Discrete Distributions
GG Hamedani, A Roshani - Pakistan Journal of Statistics and Operation …, 2024 - pjsor.com
Characterizations of the Recently Introduced Discrete Distributions Page 1 Pak.j.stat.oper.res.
Vol.20 No.2 2024 pp 341-367 DOI: http://dx.doi.org/10.18187/pjsor.v20i1.4624 …
Vol.20 No.2 2024 pp 341-367 DOI: http://dx.doi.org/10.18187/pjsor.v20i1.4624 …
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 …
[HTML][HTML] DESIGNING AND EVALUATION OF SKIP-LOT SAMPLING PLAN OF TYPE SkSP-T WITH SINGLE SAMPLING PLAN AS REFERENCE PLAN UNDER THE …
S Suganya, KP Veerakumari - Reliability: Theory & Applications, 2024 - cyberleninka.ru
This paper describes the scheming technique of new system of skip lot sampling plan of type
SkSP-T with Single Sampling Plan as Reference plan under the condition of Intervened …
SkSP-T with Single Sampling Plan as Reference plan under the condition of Intervened …