TARU PUBLICATIONS
Author

Broderick Oluyede

Department of Mathematics and Statistical Sciences, Private Bag 16, Botswana International University of Science and Technology, Palapye, 00267, Botswana

Published papers
6
Citations
2
Views
738
Downloads
388

Publications

6 papers
Open Access Research Article·pp. 213–229·Vol. 29, Issue 3Mar 2026

The Marshall-Olkin-Type II Topp-Leone-exponentiated half logistic-G family of distributions with applications 

Simbarashe Chamunorwa, Broderick Oluyede, Fastel Chipepa

Published Online: 27 Dec 2025DOI: 10.47974/JSMS-1243

In this paper: This study introduces a new family of continuous distributions. Statistical properties of the distribution are thoroughly explored, and specific cases within this family are presented. The proposed mo...

AbstractReferencesFull Text PDF (1.4 MB)Views: 96Downloads: 54Citations: 0
Open Access Research Article·pp. 111–133·Vol. 29, Issue 2Feb 2026

Extension of the heavy-tailed distribution with applications in medical sciences

Simbarashe Chamunorwa, Broderick Oluyede, Fastel Chipepa, Kethamile Ranonna

Published Online: 30 Oct 2025DOI: 10.47974/JSMS-1358

In this paper: Heavy-tailed-Type II Exponentiated Half Logistic-Gompertz-G (HT-TIIExHL-G-G) class of distributions is proposed in this article. The structural properties of the distribution are thoroughly explored,...

AbstractReferencesFull Text PDF (1.5 MB)Views: 119Downloads: 61Citations: 0
Open Access Research Article·pp. 1223–1248·Vol. 28, Issue 7Oct 2025

Type I heavy-tailed–G power series distributions : Actuarial and statistical analysis with applications to censored and uncensored data

Wilbert Nkomo, Broderick Oluyede, Fastel Chipepa

Published Online: 21 Oct 2025DOI: 10.47974/JSMS-1419

In this paper: The type I heavy-tailed-G (TIHT-G) power series (PS) class of distributions (CoDs) and some of its sub-classes, are the new generalized distributions examined in this work. We develop the statistical...

AbstractReferencesFull Text PDF (2.7 MB)Views: 87Downloads: 62Citations: 0
Open Access Research Article·pp. 17–46·Vol. 28, Issue 1Jan 2025

The Marshall-Olkin Type II exponentiated half logistic family of distributions with properties and applications

Broderick Oluyede, Morongwa Gabankgosi

Published Online: 15 Jan 2025DOI: 10.47974/JSMS-968

In this paper: A new Marshall-Olkin Type II Exponentiated Half Logistic-G (MO-TIIEHL-G) distribution is developed. Some properties and special models together with estimates of the parameters are presented. The effe...

AbstractReferencesFull Text PDF (3.4 MB)Views: 138Downloads: 79Citations: 0
Open Access Research Article·pp. 1243–1259·Vol. 27, Issue 7Oct 2024

The Marshall-Olkin-exponentiated half logistic-G family of distributions : Model, properties and applications

Boikanyo Makubate, Fastel Chipepa, Broderick Oluyede, Gaoganwe Moagi

Published Online: 30 Nov 2024DOI: 10.47974/JSMS-854

In this paper: A new generalization of the exponentiated half-logistic-G distribution is developed to produce a new family of distributions referred to as the Marshall-Olkin-exponentiated half logistic-G distributio...

AbstractReferencesFull Text PDF (1.4 MB)Views: 160Downloads: 62Citations: 2
Open Access Research Article·pp. 853–876·Vol. 27, Issue 5Jul 2024

The exponentiated Half-Logistic-Type II Topp-Leone-G family of distribution with applications

Whatmore Sengweni, Broderick Oluyede, Kethamile Rannona

Published Online: 27 May 2024DOI: 10.47974/JSMS-938

In this paper: The development and application of a new family of distributions is of tremendous practical importance. In this note, a new distribution called the exponentiated Half-Logistic-Type II Topp-Leone-G (EH...

AbstractReferencesFull Text PDF (1.9 MB)Views: 138Downloads: 70Citations: 0