References
- Cheng , K. F. and Lin , P. E. 1981 . “Nonparametric Estimation of a Regression Function,” . Zeitschrift für Wahrscheinlichkeitstheorie und Verwandte Gebiete , 57 : 223 – 233 .
- Gasser , T. and Müller , H. G. 1979 . “Kernel Estimation of Regression Functions,” . In Lecture Notes in Mathematics: Smoothing Techniques for Curve Estimation , Edited by: Gasser , T. and Rosenblatt , M. 23 – 68 . New York : Springer-Verlag .
- Müller , H. G. 1984 . “Smooth Optimum Kernel Estimators of Densities, Regression Curves, and Modes,” . The Annals of Statistics , 12 : 766 – 774 .
- Müller , H. G. 1985a . “Kernel Estimators of Zeros and of Location and Size of Extrema of Regression Functions,” . Scandinavian Journal of Statistics , 12 : 221 – 232 .
- Müller , H. G. 1985b . “Empirical Bandwidth Choice for Nonparametric Kernel Regression by Means of Pilot Estimators,” . Statistics and Decisions , 2 : 193 – 206 .
- Müller , H. G. and Stadtmüller , U. 1987 . “Variable Bandwidth Kernel Estimators of Regression Curves,” . The Annals of Statistics , 15 : 182 – 201 .
- Rice , J. A. 1984a . “Boundary Modification for Kernel Regression,” . Communications in Statistics, Part A—Theory and Methods , 13 : 893 – 900 .
- Rice , J. A. 1984b . “Bandwidth Choice for Nonparametric Regression,” . The Annals of Statistics , 12 : 1215 – 1230 .
- Rice , J. A. 1986 . “Automatic Bandwidth Choice for Nonparametric Differentiation,” . Journal of Multivariate Analysis , 19 : 251 – 264 .
- Staniswalis , J. G. 1985 . “Local Bandwidth Selection for Kernel Estimates,” , University of California, San Diego, Dept. of Mathematics . unpublished Ph.D. dissertation