[PDF] Top 20 On Five-Parameter Lomax Distribution:Properties and Applications

... Equations (5) and (6) are straightforward to compute using any statistical software. However, we obtain expansions for F x ( ) and f x ( ) in terms of an infinite (or finite) weighted sums of cdf 's and pdf 's of random ... See full document

... lifetime distribution, called the exponentiated Lomax geometric (ELG) is ...lifetime distribution contains the Lomax geometric and exponentiated Pareto geometric as new ...structural ... See full document

... Akash distribution which includes Poisson-Akash distribution as a special ...Statistical properties including hazard rate function, unimodality and generating functions have been ...the ... See full document

... Lindley distribution has been studied in detail by Ghitany et al ...on applications of exponential and Lindley distribution for modeling real lifetime data from biomedical sciences and engineering ... See full document

... Fréchet distribution of Afify et ...mathematical properties of the proposed distribution including closed forms for ordinary and incomplete moments, quantile and generating functions and Rényi and ... See full document

... BXEF distribution contains several lifetime distributions, such as Fréchet, inverse exponential, exponentiated Fréchet, Burr X Fréchet and Burr X inverse exponential distributions as special ...BXEF ... See full document

... Gompertz distribution with a derivation and study of many properties of the proposed distribution with different applications both in engineering and other fields of ...proposed ... See full document

... and properties make them ideally suited for both a wide range of biomedical applications and as platforms for biomimetic ...chemical properties and potential applications in various fields ... See full document

... exponentiated Lomax, gamma Lomax, beta Lomax and other Lomax models so that the Odd Lindley-Lomax lifetime model is a good alternative to these models in modeling aircraft windshield ... See full document

... Akash Distribution and the weight function considered here is W   x  x c , where the weight parameter is c ...structural properties of the Weighted Quasi Akash Distribution ... See full document

... two applications to two real data sets to show the importance and flexibility of the BrXELx ...gamma Lomax (GaLx) model (Cordeiro et al., 2015), the beta Lomax (BLX) model (Lemonte and Cordeiro, ... See full document

... Moments are necessary and important in any Statistical analysis, especially in Applications. It can be used to study the most important features and characteristics of a distribution (e.g., Tendency, ... See full document

... EMOFr distribution, provide its special cases and some plots for its pdf and hazard rate function ...two applications to real data to illustrate the importance and flexibility of the new ... See full document

... subject distribution and some special ...statistical properties including moments, moment generating function and incomplete ...𝐸𝐴𝑊 distribution, Bonferroni and Lorenz curves and mean deviations are ... See full document

... MI distribution mainly appears as the inverse distribution of the Pareto ...MI distribution was originally introduced as a life testing model, but it has been used in many areas of ...various ... See full document

... The Lomax (or Pareto II) distribution has wide applications in many fields such as income and wealth inequality, medical and biological sciences, engineering, size of cities actuarial science, ... See full document

... probability distribution, goodness of fit-tests, quality control, analysis of censored sample, etc; see (Arnold et ...The Lomax distribution is often used in business, economics and actuarial ...by ... See full document

... the properties of the maximum likelihood estimators through the mean squared error (MSE), relative absolute bias and relative error and finally carried out simulation of results to show the precision of the maximum ... See full document

... two-parameter Lomax distribution. This distribution, which is a special case of income distribution known as Singh- Maddala, was first introduced by Lomax in 1954 to investigate ... See full document

... lifetime distribution of the experimental ...unknown parameter, without any formal ...the distribution of the maximum likelihood estimator of the exponential ...the properties of the ... See full document