Results 21 to 30 of about 1,229,548 (261)
Quantile-Based Generalized Entropy of Order (α, β) for Order Statistics
In the present paper, we propose a quantile version of generalized entropy measure for order statistics for residual and past lifetimes and study their properties. Lower and upper bound of the proposed measures are derived.
Vikas Kumar, Nirdesh Singh
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Moments of Order Statistics from Right Truncated Log-Logistic Distribution. [PDF]
The moments of order statistics from a right truncated log-logistic distribution are given based on hypergeometric function. Some new recurrence relations between the moments of Xr:n are obtained.
S. Abu-Youssef
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Synchronization from second order network connectivity statistics
We investigate how network structure can influence the tendency for a neuronal network to synchronize, or its synchronizability, independent of the dynamical model for each neuron.
Liqiong eZhao +3 more
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Order statistics and estimating cardinalities of massive data sets [PDF]
We introduce a new class of algorithms to estimate the cardinality of very large multisets using constant memory and doing only one pass on the data. It is based on order statistics rather that on bit patterns in binary representations of numbers.
Frédéric Giroire
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Independence of Order Statistics
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Falk, M., Reiss, R.-D.
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Expected values and standard deviations of order statistics from a logistic distribution are given for sample sizes $n = 1,2, \cdots, 10$ and $n = 15, 20, 50$, and 100, and summarized in graphs to facilitate interpolation to other sample sizes. For $n \leqq 10$ the results are compared with asymptotic approximations.
Birnbaum, Allan, Dudman, Jack
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Some Limit Behavior of Order Statistics With Variable Ranks [PDF]
In the present investigation we prove that any sequence of order statistics, with nondecreasing variable rank sequence, is mixing in the sense of Renyi.
M.A. El-Shandidy, H.M Barakat
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Estimation of the Scale Parameter of Cauchy Distribution Using Absolved Order Statistics
A new set of ordered random variables generated from a sample from a scale dependent Cauchy distribution known as Absolved Order Statistics (AOS) of the sample forms the problem of investigation in this paper.
Poruthiyudian Yageen Thomas +2 more
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Asymptotic fisher information in order statistics of geometric distribution [PDF]
In this paper, the geometric distribution is considered. The means, variances, and covariances of its order statistics are derived. The Fisher information in any set of order statistics in any distribution can be represented as a sum of Fisher ...
M. Roozbeh, S. M. M. Tabatabaey
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Building on the notion of $q$-integral introduced by Thomae in 1869, we introduce $q$-order statistics (that, is $q$-analogues of the classical order statistics, for ...
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