The International Research Conference Aims and Objectives
The International Research Conference is a federated organization dedicated to bringing together a significant number of diverse scholarly events for presentation
within the conference program. Events will run over a span of time during the conference depending on the number and length of the presentations.
With its high quality, it provides an exceptional value for students, academics and industry researchers.
International Conference on Weibull Reliability Function and Exponential Distribution
aims to bring together leading academic scientists, researchers and research scholars to exchange and share their experiences and research results on all aspects of
Weibull Reliability Function and Exponential Distribution.
It also provides a premier interdisciplinary platform for researchers, practitioners and educators to present and discuss the most recent innovations,
trends, and concerns as well as practical challenges encountered and solutions adopted in the fields of Weibull Reliability Function and Exponential Distribution.
Call for Contributions
Prospective authors are kindly encouraged to contribute to and help shape the conference through submissions of their research abstracts, papers and e-posters.
Also, high quality research contributions describing original and unpublished results of conceptual, constructive, empirical, experimental, or
theoretical work in all areas of Weibull Reliability Function and Exponential Distribution are cordially invited for presentation at the conference.
The conference solicits contributions of abstracts, papers and e-posters that address themes and topics of the conference, including figures, tables and references of
novel research materials.
Guidelines for Authors
Please ensure your submission meets the conference's strict guidelines for accepting scholarly papers.
Downloadable versions of the check list for
Full-Text Papers and
Abstract Papers.
Please refer to the
Paper Submission Guideline,
Abstract Submission Guideline and
Author Information
before submitting your paper.
Conference Proceedings
All submitted conference papers will be blind peer reviewed by three competent reviewers.
The peer-reviewed conference proceedings are indexed in the Open Science Index,
Google Scholar,
Semantic Scholar,
Zenedo,
BASE,
WorldCAT,
Sherpa/RoMEO,
and other index databases. Impact Factor Indicators.
Special Journal Issues
18. International Conference on Weibull Reliability Function and Exponential Distribution has teamed up with the Special Journal Issue on
Weibull Reliability Function and Exponential Distribution.
A number of selected high-impact full text papers will also be considered for the special journal issues.
All submitted papers will have the opportunity to be considered for this Special Journal Issue.
The paper selection will be carried out during the peer review process as well as at the conference presentation stage.
Submitted papers must not be under consideration by any other journal or publication.
The final decision for paper selection will be made based on peer review reports by the Guest Editors and the Editor-in-Chief jointly.
Selected full-text papers will be published online free of charge.
Conference Sponsor and Exhibitor Opportunities
The Conference offers the opportunity to become a conference sponsor or exhibitor.
To participate as a sponsor or exhibitor, please download and complete the
Conference Sponsorship Request Form.
Digital Program consists of the e-proceedings book which is available online-only
and includes the conference communications (proceedings abstracts and papers).
Registered participants can access the digitally available conference
proceedings ( and certificates ) by visiting their profile pages.
Weibull distribution and analysis
Weibull reliability function
Reliability life data analysis
Characteristics of the weibull distribution
Connection with the exponential distribution
The Weibull failure rates
Bayesian-Weibull analysis
Estimation of the Weibull parameters
The moment generating function
Maximum likelihood estimation
Probability plotting
Posterior distributions for functions of parameters
Effects of the shape parameter
Effects of the location parameter
Fisher matrix confidence bounds
Financial applications for Weibull analysis
| Abstracts/Full-Text Paper Submission Deadline |
|
April 02, 2024 |
| Notification of Acceptance/Rejection |
|
April 15, 2024 |
| Final Paper (Camera Ready) Submission & Early Bird Registration Deadline |
|
April 02, 2024 |
| Conference Dates |
|
May 02-03, 2024 |
