Fuzzy parameter estimation of the Rayleigh distribution

Parameter Estimation In Weighted Rayleigh Distribution

Efficient Estimation of the Density and Cumulative Distribution Function of the Generalized Rayleigh Distribution

The uniformly minimum variance unbiased (UMVU), maximum likelihood, percentile (PC), least squares (LS) and weighted least squares (WLS) estimators of the probability density function (pdf) and cumulative distribution function are derived for the generalized Rayleigh distribution. This model can be used quite effectively in modelling strength data and also modeling general lifetime data. It has...

Two-Parameter Rayleigh Distribution: Different Methods of Estimation

In this paper we have considered different methods of estimation of the unknown parameters of a two-parameter Rayleigh distribution both from the frequentists and Bayesian view points. First we briefly describe different frequentists approaches, namely maximum likelihood estimators, moments estimators, L-moment estimators, percentile based estimators and least squares estimators, and compare th...

E-Bayesian Approach in A Shrinkage Estimation of Parameter of Inverse Rayleigh Distribution under General Entropy Loss Function

‎Whenever approximate and initial information about the unknown parameter of a distribution is available, the shrinkage estimation method can be used to estimate it. In this paper, first the $ E $-Bayesian estimation of the parameter of inverse Rayleigh distribution under the general entropy loss function is obtained. Then, the shrinkage estimate of the inverse Rayleigh distribution parameter i...

Reliability estimation in Rayleigh distribution based on fuzzy lifetime data

Some work has been done in the past on the estimation of reliability characteristics of Rayleigh distribution based on complete and censored samples. But, traditionally it is assumed that the available data are performed in exact numbers. However, in real world situations, some collected lifetime data might be imprecise and are represented in the form of fuzzy numbers. Thus, it is necessary to ...