References
- Andrews , D.F. 1974 . A robust method for multiple linear regression . Technometrics , 16 : 523 – 531 .
- Barrodale , I. and Roberts , F.D.K. 1973 . An improved algorithm for discrete L 1 linear approximation . SI AM J. Numer. Anal , 10 : 839 – 848 .
- Bassett , G.W. and Koenker , R.W. 1982 . An empirical quantile function for linear models with i.i.d. errors . J. Amer. Statist. Assoc , 77 : 407 – 415 .
- Beckman , R.J. and Cook , R.D. 1983 . Outliers . Technometrics , 25 : 119 – 163 .
- Brownlee , K.A. 1965 . Statistical Theory and Methodology in Science and Engineering , New York : John Wiley .
- Gal , T. 1979 . Postoptimal Analysis, Parametric Programming and Related Topics , New York : McGraw-Hill .
- Harvey , A.C. 1977 . A comparison of preliminary estimators for robust regression . J.Amer. Statist. Assoc , 72 : 910 – 913 .
- Hill , R.W. and Holland , P.W. 1977 . Two robust alternatives to least squares regression . J. Amer. Statist. Assoc , 72 : 828 – 833 .
- Hinich , M.J. and Talwar , P.P. 1975 . A simple method for robust regression . J.Amer. Statist. Assoc , 70 : 113 – 119 .
- Hogg , R.V. 1975 . Estimates of percentile regression lines using salary data . J. Amer.Statist. Assoc , 70 : 56 – 59 .
- Huber , P.J. 1973 . Robust regression: asymptotics, conjectures and Monte Carlo . Ann. Statist , 1 : 799 – 821 .
- Koenker , R.W. and Bassett , G.W. 1978 . Regression quantiles . Econometrica , 46 : 33 – 50 .
- Meyer J. R. Glauber R. R. Investment Decision, Economic Forecasting and Public Policy Graduate School of Business Administration, Harvard University Cambridge, Mass 1964 Division of Research Memoir
- Portnoy , S. 1982 . “ Book review of Robust Statistics ” . In Technometrics Edited by: Huber , P.J. Vol. 24 , 163 – 164 .
- Reeves , G.R. and Lawrence , K.D. 1982 . Combining multiple forecasts given multiple objectives . J. Forecasting , 1 : 271 – 279 .
- Ruppert , D. and Carroll , R.J. 1980 . Trimmed least squares estimation in the linear model . J. Amer. Statist. Assoc , 75 : 828 – 838 .