References
- Chen , H.J. 1982 . A New Range Statistic for Comparison of Several Exponential Location Parameters . Biometrika , 69 : 257 – 560 .
- Chikkagoudar , M. and Kunchur , S. 1980 . Estimation of the Mean of an Exponential Distribution in the Presence of an Outlier . Canadian Journal of Statistics , 8 : 59 – 63 .
- David , H.A. 1970 . Order Statistics , New York : Wiley .
- Durand , D. 1971 . Stable Chaos: An Introdution to Statistical Control , New York : General Learning Corp. .
- Ehsones , A.K. , Ali , M. and Umbach , D. 1983 . Simplified Estimation of the Parameters of Exponential Distribution from Samples Censored in the Middle . Communications in Statistics: Simulation and Computation , 12 : 609 – 627 .
- Emerson , J. 1981 . Effects of Censoring On the Robustness of Exponential Based Confidence Intervals for Median Lifetime . Communications in Statistics: Simulation and Computation , B10 : 617 – 627 .
- Gather , U. 1986 . Robust Estimation of the Mean of the Exponential Distribution in Outlier Situations . Communications in Statistics: Theory and Methods , 15 : 2323 – 2345 .
- Gather , U. 1988 . On a Characterization of the Exponential Distribution by Properties of Order Statistics . Statistical and Probability Letters , 7 : 93 – 96 .
- Ghosh , M. and Razmpour , A. 1982 . Estimating the Location Parameter of an Exponential Distribution with Known Coefficient of Variation . Calcutta Statistical Association Bulletin , 31 : 137 – 150 .
- Goodall , C. 1983 . “ M-Estimators of Location; An Outline of the Theory ” . In Understanding Robust and Exploratory Data Analysis , Edited by: Hoaglin , D.C. , Mosteller , F. and Tukey , J.W. New York : Wiley .
- Gupta , A.H. and Basu , A.D. 1980 . Estimation of Restricted Scale Parameter of the Exponential Distribution . Sankhya , 92 : 1 – 10 .
- Hoaglin , D.C. , Mosteller , F. and Tukey , J.W. 1983 . “ Introduction to More Refined Estimators ” . In Understanding Robust and Exploratory Data Analysis , Edited by: Hoaglin , D.C. , Mosteller , F. and Tukey , J.W. New York : Wiley .
- Homan , S.M. and Lachenbruch , P.A. 1986 . Robust Estimation of the Exponential Mean Parameter for Small Samples: Complete and Censored Data . Communications in Statistics: Simulation and Computation , 15 : 1087 – 1107 .
- Joshi , P. 1972 . Efficient Estimation of a Mean of an Exponential Distribution When an Outlier is Present . Technometrics , 14 : 137 – 144 .
- Kale , B. and Sinha , S. 1971 . Estimation of Expected Life in the Presence of an Outlier Observation . Technometrics , 13 : 755 – 759 .
- Kimber , A.C. 1983 . Comparison of Some Robust Estimators of Scale in Gamma Samples with Known Shape . Journal of Statistical Computation and Simulation , 18 : 273 – 286 .
- Litell , R.C. and Rao , P.V. 1982 . On Minimum Distance Estimation of Location Based on the Kolmogorov Statistic . Communications in Statistics: Theory and Methods , 11 : 1793 – 1807 .
- Mukhopadhyay , M. 1988 . Fixed Precision Estimation of a Positive Location Parameter of a Negative Exponential Population . Calcutta Statistical Association Bulletin , 37 : 101 – 104 .
- Pandey , B.N. 1983 . Shrinkage Estimation of the Exponential Scale Parameter . IEEE Transactions on Reliability , 32 : 203 – 205 .
- Pandey , B.N. and Singh , K. N. 1983 . Comparison of Shrunken Estimators of the Scale Parameter of an Exponential Density Function towards an Interval . Journal of Indian Agriculture and Statistics , 35 : 109 – 120 .
- Pettit , L.I. 1988 . Bayes Method for Outliers in Exponential Samples . Journal of the Royal Statistical Society , 50 : 371 – 380 .
- Ralescu , D. and Ralescu , S. 1981 . A Class of Nonlinear Admissible Estimators in the One Parameter Exponential Family . Annals of Statistics , 9 : 177 – 183 .
- Rauhut , B.O. 1982 . Estimation of the Mean of the Exponential Distribution with an Outlying Observation . Communications in Statistics: Theory and Methods , 11 : 1439 – 1452 .
- Rosenberger , J.L. and Gasko , M. 1983 . “ Comparing Location Estimators: Trimmed Means, Medians, and Trimean ” . In Understanding Robust and Exploratory Data Analysis , Edited by: Hoaglin , D.C. , Mosteller , F. and Tukey , J.W. New York : Wiley .
- Swanepoel , J.W.H. and Van Wyk , J.W.J. 1982 . Fixed Width Confidence Intervals for the Location Parameter of an Exponential Distribution . Communications in Statistics: Theory and Methods , 11 : 1279 – 1289 .