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Journal of Statistical Computation and Simulation Volume 27, 1987 - Issue 2
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Original Articles

Estimating percentage points by simulation

Zelterman Daniel Department of Mathematics and statistics, State University of New York at Albany, Albany, New York, 12222, USA
Pages 107-125 | Received 09 Jul 1986, Published online: 07 Jun 2010

Citations (10)

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Read on this site (2)

F. Jay Breidt. (2004) Simulation Estimation of Quantiles From a Distribution With Known Mean. Journal of Computational and Graphical Statistics 13:2, pages 487-498.
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CharlesL. Dunn. (1991) Precise Simulated Percentiles in a Pinch. The American Statistician 45:3, pages 207-211.
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Articles from other publishers (8)

Xi Chen & Kyoung-Kuk Kim. (2014) Stochastic kriging with biased sample estimates. ACM Transactions on Modeling and Computer Simulation 24:2, pages 1-23.
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A. Avramidis & J.R. Wilson. (1995) Correlation-induction techniques for estimating quantiles in simulation experiments. Correlation-induction techniques for estimating quantiles in simulation experiments.
R. Hatzinger & W. Panny. (1993) Single and twin-heaps as natural data structures for percentile point simulation algorithms. Statistics and Computing 3:4, pages 163-170.
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John E. Cornell, Dean M. Young, Samuel L. Seaman & Roger E. Kirk. (2016) Power Comparisons of Eight Tests for Sphericity in Repeated Measures Designs. Journal of Educational Statistics 17:3, pages 233-249.
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D. Zelterman & T. Lindgren. 1992. Computing Science and Statistics. Computing Science and Statistics 580 582 .
Daniel Zelterman. (1990) Smooth nonparametric estimation of the quantile function. Journal of Statistical Planning and Inference 26:3, pages 339-352.
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Daniel Zelterman. (1988) Order statistics of the generalized logistic distribution. Computational Statistics & Data Analysis 7:1, pages 69-77.
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D. Zelterman. (1987) Parameter estimation in the generalized logistic distribution. Computational Statistics & Data Analysis 5:3, pages 177-184.
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