References
- Adichie , J. N. 1967 . “Estimates of Regression Parameters Based on Rank Tests,” . The Annals of Mathematical Statistics , 38 June : 894 – 904 .
- Bennett , C. A. 1952 . “Asymptotic Properties of Ideal Linear Estimators, Ph.D. Dissertation,” , University of Michigan .
- Bhattacharya , P. K. 1967 . “Efficient Estimation of a Shift Parameter from Grouped Data,” . The Annals of Mathematical Statistics , 38 December : 1770 – 87 .
- Bickel , P. J. 1965 . “On Some Robust Estimates of Location,” . The Annals of Mathematical Statistics , 36 September : 847 – 58 .
- Birnbaum , A. and Laska , E. 1967 . “Optimal Robustness: A General Method, with Applications to Linear Estimators of Location,” . Journal of the American Statistical Association , 62 December : 1230 – 40 .
- Birnbaum , A. and Meisner , M. 1968 . “Optimally Robust Linear Estimators of Location,” (mimeographed)
- Blom , G. 1958 . Statistical Estimates and Transformed Beta-Variables , New York : John Wiley & Sons, Inc. .
- Chernoff , H. , Gastwirth , J. L. and Johns , M. V. Jr. 1967 . “Asymptotic Distributions of Functions of Order Statistics with Applications to Estimation,” . The Annals of Mathematical Statistics , 38 February : 52 – 72 .
- Cramér , H. 1946 . Mathematical Methods of Statistics , Princeton , N. J. : Princeton University Press .
- Crow , E. L. and Siddiqui , M. 1967 . “Robust Estimation of Location,” . Journal of the American Statistical Association , 62 : 353 – 89 .
- Filliben , J. J. 1969 . “Simple and Robust Linear Estimator of the Location Parameter of a Symmetric Distribution,” , Ph.D. Thesis Princeton University .
- Gastwirth , J. L. 1966 . “On Robust Procedures,” . Journal of the American Statistical Association , 61 December : 929 – 48 .
- Gastwirth , J. L. and Cohen , M. S. 1968 . “The Small Sample Behavior of Some Robust Linear Estimators of Location,” , Baltimore , Md. : Department of Statistics . Johns Hopkins University Technical Report No. 91
- Gastwirth , J. L. and Rubin , H. 1969 . “On Robust Linear Estimators,” . The Annals of Mathematical Statistics , 40 February : 24 – 39 .
- Hájek , J. 1962 . “Asymptotically Most Powerful Rank Order Tests,” . The Annals of Mathematical Statistics , 33 September : 1124 – 47 .
- Hastings , C. , Mosteller , E. , Tukey , T. W. and Winsor , C. P. 1947 . “Low Moments for Small Samples: A Comparative Study of Order Statistics,” . The Annals of Mathematical Statistics , 18 September : 413 – 26 .
- Hodges , J. L. Jr. and Lehmann , E. L. 1963 . “Estimates of Location Based on Rank Tests,” . The Annals of Mathematical Statistics , 27 March : 324 – 35 .
- Hoeffding , W. 1948 . “A Class of Statistics with Asymptotically Normal Distribution,” . The Annals of Mathematical Statistics , 19 June : 293 – 325 .
- Hogg , R. V. 1967 . “Some Observations on Robust Estimation,” . Journal of the American Statistical Association , 62 December : 1179 – 86 .
- Huber , P. 1964 . “Robust Estimation of a Location Parameter,” . The Annals of Mathematical Statistics , 35 March : 73 – 101 .
- Jung , J. 1955 . “On Linear Estimates Defined by a Continuous Weight Function,” . Arkiv för Matematik Band , 3 March : 199 – 209 .
- Lloyd , E. H. 1952 . “Least Squares Estimation of Location and Scale Parameters Using Order Statistics,” . Biometrika , 39 March : 88 – 95 .
- Miké , V. 1967 . “Contributions to Robust Estimation,” , Courant Institute of Mathematical Sciences . Technical Report ONR 042–206
- Miké , V. 1970 . “Asymptotic Properties Pitman-Type Estimator of Location Submitted for publication
- Sarhan , A. E. and Greenberg , B. G. , eds. 1962 . Contributions to Order Statistics , New York : John Wiley & Sons, Inc. .
- Stein , C. “Efficient Non-parametric Testing and Estimation,” . Proceedings of the Third Berkeley Symposium on Mathematical Statistics and Probability . Vol. 1 , pp. 187 – 95 .
- Takeuchi , K. “Robust Estimation and Robust Parameter,” . (Mimeographed), Presented at Institute of Mathematical Statistics Annual Meeting .
- Takeuchi , K. “Asymptotically Efficient Non-Parametric and Asymptotically Non-parametric Tests for a Location Parameter,” . Presented at the First International Symposium on Nonparametric Techniques of Statistical Inference .
- Takeuchi , K. “A Test for the Shape of a Symmetric Distribution against Symmetric Alternatives,” (to appear)
- Takeuchi , K. “A Polynomial Approximation of the Coefficient Function of the Best Linear Unbiased Estimators,” (to appear)
- Takeuchi , K. , Meisner , M. and Wanderling , J. “Asymptotic Efficiencies of linear and Non-Linear Estimators of Location (to appear)
- Tukey , J. W. 1962 . “The Future of Data Analysis,” . The Annals of Mathematical Statistics , 33 March : 1 – 67 .
- von Eden , C. 1970 . “Efficiency-Robust Estimation of Location,” . The Annals of Mathematical Statistics , 41 February : 172 – 81 .
- Yhap , E. 1967 . “Asymptotic Optimally Robust Linear Unbiased Estimators of Location for Symmetric Shapes,” , Ph.D Dissertation New York University .