Zhou Wei-ping
Abstract
The present paper deals with the MLE of Geometric Distribution under type-Ⅱcensoring by using Jensen inequality and Slutsky theorem.The asymptotic normality and its strong consistency are proved,and the further asymptotic properties of estimation are given.
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The present paper deals with the MLE of Geometric Distribution under type-Ⅱcensoring by using Jensen inequality and Slutsky theorem.The asymptotic normality and its strong consistency are proved,and the further asymptotic properties of estimation are given.
Key concepts: Censoring (clinical trials), Asymptotic distribution, Mathematics, Consistency (knowledge bases), Geometric distribution, Strong consistency, Type (biology), Applied mathematics