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Carroll, Raymond J.; (1975)Studentizing Robuts Estimates."
Carroll, Raymond J.; (1974)Some approximations in selection theory."
Carroll, Raymond J., Ruppert, David and Stefanski, Leonard AAdapting for Heteroscedasticity in Regression Models"
Carroll, Raymond J., Ruppert, David and Stefanski, Leonard A.A Note on Adapting for Heteroscedasticity When the Variances Depend on the Mean."
Carroll, Raymond J., Davidian, Marie and Ruppert, DavidEstimating Weights in Heteroscedastic Regression Models by Applying Least Squares to Squared or Absolute Residuals."
Carroll, Raymond J., Cressie, Noel and Ruppert, David; (1987).A Transformation/Weighting Model for Estimating Michaelis-Menten Parameters."
Carroll, Raymond J. and Schneider, HelmutA Note on Levene's Tests for Equality of Variances."
Carroll, Raymond J. and Ruppert, David; (1985).A Note on the Effect of Estimating Weights in Weighted Least Squares."
Carroll, Raymond J. and Ruppert, David.Power Transormations when Fitting Theoretical Models to Data."
Carroll, Raymond J. and Leonard A. StefanskiApproximate quasilikelihood estimation in measurement error models"
Carroll, Raymond J. and Gallo, Paul P.Comparisons Between Some Estimators in Functional Errors-in-Variables Regression Models."
Carroll, R.J.Robust Methods for Factorial Experiments with Outliers."
Carroll, R.J.Onthe Maximum Likelihood Estimate for Logistic Errors-in-Variables Regression Models."
Carroll, R.J.On the Distribution of Quantiles of Residuals In A Linear Model."
Carroll, R.J.On Sequential Confidence Intervals for the Largest Normal Mean."
Carroll, R.J.On Estimating Variances of Robust Estimators when the Errors are Aysmptotic."
Carroll, R.J.Convergence Results for Sequential Estimation of the Largest Mean."
Carroll, R.J.An Investigation into the Effects of Asymmetry on Robust Estimates of Regression."
Carroll, R.J.A Study of Sequential Procedures for Estimating the Larger Mean."
Carroll, R.J.;Robust Estimation in the Heteroscedastic Linear Model When There Are Many Parameters."
Carroll, R.J.; (1977).On Sequential Estimation of the Largest Normal Mean When The Variance is Known."
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