Some method on survival analysis via Weibull model in the present of partly interval censored: a short review

Survival analysis or known as failure time analysis has its own achievement in the medical application. Thus, a few of researcher found that it also can be applied in the engineering application as it is one of the robust methods in the data analysis. Partly interval censoring is one of the censorin...

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Main Authors: Fauzi , Nurul Akma, Elfaki, Faiz Ahmed Mohamed, Yeakub Ali , Mohammad
Format: Article
Language:English
Published: IJCSNS 2015
Subjects:
Online Access:http://irep.iium.edu.my/42864/
http://irep.iium.edu.my/42864/1/IJCSNS_Akma_et_al.pdf
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author Fauzi , Nurul Akma
Elfaki, Faiz Ahmed Mohamed
Yeakub Ali , Mohammad
author_facet Fauzi , Nurul Akma
Elfaki, Faiz Ahmed Mohamed
Yeakub Ali , Mohammad
author_sort Fauzi , Nurul Akma
building IIUM Repository
collection Online Access
description Survival analysis or known as failure time analysis has its own achievement in the medical application. Thus, a few of researcher found that it also can be applied in the engineering application as it is one of the robust methods in the data analysis. Partly interval censoring is one of the censoring techniques that used in the survival analysis and it is developed by using Weibull distribution model. Weibull distribution model is one of the analysis techniques that commonly used as a lifetime distribution in the reliability applications. Thus, the estimation of parameter is needed in order to increase the flexibility of Weibull distribution so that it can suit in any condition of the treated data in engineering applications.
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spelling iium-428642017-11-21T07:50:19Z http://irep.iium.edu.my/42864/ Some method on survival analysis via Weibull model in the present of partly interval censored: a short review Fauzi , Nurul Akma Elfaki, Faiz Ahmed Mohamed Yeakub Ali , Mohammad QA Mathematics Survival analysis or known as failure time analysis has its own achievement in the medical application. Thus, a few of researcher found that it also can be applied in the engineering application as it is one of the robust methods in the data analysis. Partly interval censoring is one of the censoring techniques that used in the survival analysis and it is developed by using Weibull distribution model. Weibull distribution model is one of the analysis techniques that commonly used as a lifetime distribution in the reliability applications. Thus, the estimation of parameter is needed in order to increase the flexibility of Weibull distribution so that it can suit in any condition of the treated data in engineering applications. IJCSNS 2015-04 Article PeerReviewed application/pdf en http://irep.iium.edu.my/42864/1/IJCSNS_Akma_et_al.pdf Fauzi , Nurul Akma and Elfaki, Faiz Ahmed Mohamed and Yeakub Ali , Mohammad (2015) Some method on survival analysis via Weibull model in the present of partly interval censored: a short review. International Journal of Computer Science and Network Security (IJCSNS), 15 (4). pp. 48-51. ISSN 1738-7906 http://ijcsns.org/
spellingShingle QA Mathematics
Fauzi , Nurul Akma
Elfaki, Faiz Ahmed Mohamed
Yeakub Ali , Mohammad
Some method on survival analysis via Weibull model in the present of partly interval censored: a short review
title Some method on survival analysis via Weibull model in the present of partly interval censored: a short review
title_full Some method on survival analysis via Weibull model in the present of partly interval censored: a short review
title_fullStr Some method on survival analysis via Weibull model in the present of partly interval censored: a short review
title_full_unstemmed Some method on survival analysis via Weibull model in the present of partly interval censored: a short review
title_short Some method on survival analysis via Weibull model in the present of partly interval censored: a short review
title_sort some method on survival analysis via weibull model in the present of partly interval censored: a short review
topic QA Mathematics
url http://irep.iium.edu.my/42864/
http://irep.iium.edu.my/42864/
http://irep.iium.edu.my/42864/1/IJCSNS_Akma_et_al.pdf