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Properties of new derived power series distribution
International Journal of Statistics and Applied Mathematics · 2018 · Vol. 3(2) · pp. 75–77
Abstract
Jayasree and Bhatra charyulu (2017) [2] provided a new derived power series using the power series distributions of Kulasekera and Tonkyn (1992) [5] and Geometric distribution. In this paper, the new derived power series distribution moment estimators and maximum likelihood estimators are obtained and also shown that it belongs to the two-parameter exponential family of distributions.
Statistical Distribution Estimation and ApplicationsFinancial Risk and Volatility ModelingSeries (stratigraphy)MathematicsEstimatorPower seriesMoment (physics)Distribution (mathematics)Geometric seriesNatural exponential familyExponential distributionPower (physics)
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