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RISDistribution -free prediction of progressively type-II censored order statistics based on k-records from two independent sequences
In this paper, we study the problem of nonparametric predicting future progressively type - II censored order statistics based on k-records.
FRACTIONAL ORDER STATISTICS AND RECORDS: THEIR APPLICATION
Typically, coverage probabilities of well-known non-parametric prediction intervals for future order statistics based on observed order statistics, may not reach the pre-assigned probabilities levels or may not exist. The ...
طرح بهینه سانسور فزاینده در توزیع بر نوع 12 بر اساس اطلاع فیشر
طرح بهینه سانسور فزاینده در توزیع بر نوع 12 بر اساس اطلاع فیشر تعیین شد
Confidence and prediction intervals based on interpolated records
In several statistical problems, non-parametric confidence intervals for population quantiles can be constructed and their coverage probabilities can be computed exactly, but cannot in general be rendered equal to a ...
Nonparametric prediction intervals for progressive Type-II censored order statistics based on k-records
In this paper, we consider the prediction problem in two-sample case and study the non-parametric predicting of the future progressive Type-II censored order statistics based on observed $k$-records from the same ...
Comparison among non-parametric prediction intervals of order statistics
In this paper, we are interested in conducting a comparison study
between different non-parametric prediction intervals of order
statistics from a future sample based on an observed order
...
Prediction intervals for generalized order statistics with random sample size
The problem of predicting future generalized order statistics, by assuming the future sample size is a random variable, is discussed. A general expression for the coverage probability of the prediction intervals is ...