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Original Articles

A new statistic for testing suspected outliers

Pages 737-752 | Received 01 Nov 1974, Published online: 17 Feb 2011

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Read on this site (12)

Ayşen D. Akkaya & Moti L. Tiku. (2005) Time series AR(1) model for short-tailed distributions. Statistics 39:2, pages 117-132.
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Moti L. Tiku, M. Qamarul Islam & A. Sevtap Selçuk. (2001) NONNORMAL REGRESSION. II. SYMMETRIC DISTRIBUTIONS. Communications in Statistics - Theory and Methods 30:6, pages 1021-1045.
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M. Qamarul Islam, Moti L. Tiku & F. Yildirim. (2001) NONNORMAL REGRESSION. I. SKEW DISTRIBUTIONS. Communications in Statistics - Theory and Methods 30:6, pages 993-1020.
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M.L. Tiku. (1988) Order statistics in goodness of fit tests. Communications in Statistics - Theory and Methods 17:7, pages 2369-2387.
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P.C. Joshi. (1988) Estimation and testing under exchangeable exponential model with a single outlier. Communications in Statistics - Theory and Methods 17:7, pages 2315-2326.
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Karen Yuen Fung & S. R. Paul. (1985) Comparisons of outlier detection procedures in weibull or extreme-value distribution. Communications in Statistics - Simulation and Computation 14:4, pages 895-917.
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R.J. Beckman & R.D. Cook. (1983) Outlier … … …. s. Technometrics 25:2, pages 119-149.
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RamB. Jain. (1981) Percentage Points of Many-Outlier Detection Procedures. Technometrics 23:1, pages 71-75.
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Ram B. Jain & Louis A. Pingel. (1981) On the robustness of recursive outlier detection procedures to nonnormality. Communications in Statistics - Theory and Methods 10:13, pages 1323-1334.
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Ram B. Ja´ & Louís A. Pingel. (1981) A procedure for estimating the number of outliers. Communications in Statistics - Theory and Methods 10:10, pages 1029-1041.
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M. L. Tiku. (1977) Rejoinder: "Comment on 'a new Statistic for Testing Suspected Outliers'". Communications in Statistics - Theory and Methods 6:14, pages 1417-1422.
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Douglas M. Hawkins. (1977) Comment on “a new statistic for testing suspected outliers”. Communications in Statistics - Theory and Methods 6:5, pages 435-438.
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Articles from other publishers (11)

Mehmet Niyazi Çankaya & Roberto Vila. (2023) Maximum $$\log _q$$ likelihood estimation for parameters of Weibull distribution and properties: Monte Carlo simulation. Soft Computing 27:11, pages 6903-6926.
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B. Senoglu & B. Surucu. (2004) Goodness-of-Fit Tests Based on Kullback-Leibler Information. IEEE Transactions on Reliability 53:3, pages 357-361.
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H. Leon Harter & N. Balakrishnan. 1998. Order Statistics: Theory & Methods. Order Statistics: Theory & Methods 25 64 .
U. Gather & C. Becker. 1997. Robust Inference. Robust Inference 123 143 .
S.K. Johri & V.P. Gupta. (1993) Preliminary test interval estimation in life testing in the presence of outliers. Microelectronics Reliability 33:4, pages 471-476.
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S.K. Johri & V.P. Gupta. (1993) Estimation after preliminary test of significance in life testing in the presence of outliers. Microelectronics Reliability 33:1, pages 33-39.
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Karen Yuen Fung & S.R. Paul. (2010) Comparisons of outlier detection procedures in weibull or extreme-value distribution. Communications in Partial Differential Equations 14:4, pages 895-917.
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N.T. Kottegoda. (1984) Investigation of outliers in annual maximum flow series. Journal of Hydrology 72:1-2, pages 105-137.
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M. L. Tiku & M. Singh. 1981. Statistical Distributions in Scientific Work. Statistical Distributions in Scientific Work 203 218 .
M. L. Tiku. (2008) GOODNESS OF FIT STATISTICS BASED ON THE SPACINGS OF COMPLETE OR CENSORED SAMPLES. Australian Journal of Statistics 22:3, pages 260-275.
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M.L. Tiku. (1980) Robustness of MML estimators based on censored samples and robust test statistics. Journal of Statistical Planning and Inference 4:2, pages 123-143.
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