بناء توزيع احتمالي دائري مركب  جديد (دراسة محاكاة )

root root

doi:10.57026/wsj.v7i21.454

About Journal

Warith Scientific Journal is an international open-access journal devoted at publishing peer-reviewed original high-quality researches and review papers. The scope of WSJ covers a wide range of topics in business adminstration, edonomics and accounting. Papers in which knowlege from other discplines, integrated with above aspects, are welcome. All published researches articles in this journal have undergone rigorous double-blind peer review by expert international referees, after initial editor screening.

Ethical Guidelines COPY

Plagiarism: The journal requires authors to submit original work that has not been published elsewhere.

Authorship and Contribution: All individuals who have made significant contributions to the research must be listed as authors.

Fabrication and falsification of data: Fabrication or falsification of research data is a serious ethical breach.

Conflict of interest: Authors are required to disclose any financial, personal, or professional relationships that could influence or interpret their research.

Citation and Attribution: Authors must accurately cite and cite the work of others, including prior research and relevant sources.

Editorial Independence and Peer Review: Journals must maintain editorial independence, ensuring that decisions about publication are based solely on research quality and merit. Peer review processes are fair, transparent and unbiased.

Published Mar 30, 2025

https://doi.org/10.57026/wsj.v7i21.454

Download

Statistic

Vol 7 No 21 (2025): WSJ

root root

Abstract

This research presents the complex circular spider distribution obtained by using the inverse transforms rule as a base to propose new circular probability distributions that are characterized as distributions with flexibility and high accuracy in representing statistical data, as they have more parameters compared to probability distributions. We will derive some mathematical properties of the proposed distribution, the expectation, variance, aggregate function, and survival function. The method of greatest possibility was used to estimate the parameters of the circular spider distribution

How to Cite

root, root. (2025). Construction of a new compound circular probability distribution. Warith Scientific Journal, 7(21), 330-338. https://doi.org/10.57026/wsj.v7i21.454

About Journal

##plugins.themes.academic_pro.article.sidebar##

##plugins.themes.academic_pro.article.main##

Abstract

##plugins.themes.academic_pro.article.details##