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A study of the lower moments of order statistics of discrete uniform distributions

Elwood L. Bombara

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Abstract

Throughout this thesis, we will talk about samples taken with replacement from the discrete uniform population f(x) -1/N where x = l, 2, 3,..., N. All samples will be of size n except in the case of the median, where the sample size will be 2n + l, an odd number.

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What this paper is about

Throughout this thesis, we will talk about samples taken with replacement from the discrete uniform population f(x) -1/N where x = l, 2, 3,..., N. All samples will be of size n except in the case of the median, where the sample size will be 2n + l, an odd number.

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Available abstract

Throughout this thesis, we will talk about samples taken with replacement from the discrete uniform population f(x) -1/N where x = l, 2, 3,..., N. All samples will be of size n except in the case of the median, where the sample size will be 2n + l, an odd number.

Key concepts: L-moment, Statistics, Order statistic, Mathematics, Order (exchange), Statistical physics, Applied mathematics, Econometrics

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