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Moments of Order Statistics from Doubly Truncated Linear-Exponential Distribution
Saran, Jagdish,Pushkarna, Narinder The Korean Statistical Society 1999 Journal of the Korean Statistical Society Vol.28 No.3
In this paper we establish some recurrence relations for both single and product moments of order statistics from a doubly truncated linear- exponential distribution with increasing hazard rate. These recurrence relations would enable one to compute all the higher order moments of order statistics for all sample sizes from those of the lower order in a simple recursive way. In addition, percentage points of order statistics are also discussed. These generalize the corresponding results for the linear- exponential distribution with increasing hazard rate derived by Balakrishnan and Malik(1986)
Some Distribution Results on Random Walk with Unspecified Terminus
Saran, Jagdish,Bansal, Sarita The Korean Statistical Society 2001 Journal of the Korean Statistical Society Vol.30 No.3
This paper deals with the distributions of certain characteristics related to a symmetric random walk of an steps ending at an unspecified position, thus generalizing and extending the earlier work.
Saran, Jagdish,Pushkarna, Narinder The Korean Statistical Society 2002 Journal of the Korean Statistical Society Vol.31 No.3
In this paper, some general results for obtaining recurrence relations between product moments of order statistics for doubly truncated distributions are established. These results are then applied to some specific doubly truncated distributions, viz. doubly truncated Weibull, Exponential, Pareto, power function, Cauchy, Lomax and Rayleigh.