Results 31 to 40 of about 136,469 (280)
An Extension of Log-Logistic Distribution for Analyzing Survival Data
In this paper, a new generalization of Log Logistic Distribution using Alpha Power Transformation is proposed. The new distribution is named Alpha Power Log-Logistic Distribution. A comprehensive account of some of its statistical properties are derived.
Malik, Aliya Syed, Ahmad, S.P.
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Minimum K-S estimator using PH-transform technique [PDF]
In this paper, we propose an improvement of the Minimum Kolmogorov-Smirnov (K-S) estimator using proportional hazards transform (PH-transform) technique. The data of experiment is 47 fire accidents data of an insurance company in Thailand.
Somchit Boonthiem +3 more
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Parametric Models in Survival Analysis for Lung Cancer Patients
The aim of this study is to estimate the survival function for the data of lung cancer patients, using parametric methods (Weibull, Gumbel, exponential and log-logistic).
Layla A. Ahmed
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The Log-logistic Weibull Distribution with Applications to Lifetime Data
In this paper, a new generalized distribution called the log-logistic Weibull (LLoGW) distribution is developed and presented. This dis- tribution contain the log-logistic Rayleigh (LLoGR), log-logistic expo- nential (LLoGE) and log-logistic (LLoG ...
Broderick Oluyede +3 more
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Lognormal and log-logistic distribution mixture analysis and application
In this paper, we analyze a mixture of Lognormal and Log-Logistic distribution. We estimate the parameters of the introduced distribution by using the expectation-maximization (EM) algorithm.
Mitić, Vojislav V. +4 more
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Survival Analysis and Hazard of Log Logistic Distribution on Type I Censored Data Parametrically
Survival Analysis is a research method that examines the survival time of individuals or experimental units in relation to events such as death, disease, recovery, or other experiences.
Ardi Kurniawan +2 more
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The Generalized Weibull Family of Distribution [PDF]
In this article the T-X family is introduced by givening the cumulative distribution function (CDF) R{W(F(x))}, where R is the CDF of a random variable T, F is the CDF of X and W is an increasing function defined on [0, 1] having the support of T as its
nader fathi +3 more
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Background The creation of developing new generalized classes of distributions has attracted applied and theoretical statisticians owing to their properties of flexibility. The development of generalized distribution aims to find distribution flexibility
Arnold K. Fulment +2 more
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On the Log-Logistic Distribution and Its Generalizations: A Survey
In this paper, we present a review on the log-logistic distribution and some of its recent generalizations. We cite more than twenty distributions obtained by different generating families of univariate continuous distributions or compounding methods on the log-logistic distribution.
Abdisalam Hassan Muse +2 more
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A two-pronged truncated deferred sampling plan (TTDSP) for log-logistic distribution
This paper is aimed at developing a new truncated sampling plan that uses information from precedent and successive lots for lot disposition with a pretention that the life-time of a particular product assumes a Log-logistic distribution.
Braimah, J.O. +3 more
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