On the inadmssibelity of ridge estimator in a linear model

References

• Blaylock , N.W. 1987 . Pitman nearness comparison of regression estimators , TX : Masters thesis at the University of Texas at San Antonio .
   Google Scholar
• Keating , J.P. and Mason , R.L. 1875 . Practical relevance of an alternative criterion in estimation . American Statistician , 39
   Google Scholar
• Keating , J.P. and Mason , R.L. 1988 . James-Stein estimation from an alternative perspective . American Statistician , 42 : 160 – 164 .
   Web of Science ®Google Scholar
• Mason , R.L. , Keating , J.P. , Sen , P.K. and Blaylock , N.W. 1989 . Comparison of regression estimators using Pitman's measure of closeness . Journal of Statistical Planning and Inference , 42 to appear
   Google Scholar
• Peddada , S.P. 1985 . A short note on Pitman's measure of nearness . American Statistician , 39 : 298 – 299 .
   Web of Science ®Google Scholar
• Pitman , E.J.G. 1937 . The closest estimates of the statistical parameters . Proc. of Cambridge Phil. Soc , 33 : 212 – 223 .
   Google Scholar
• Rao , C.R. , Keating , J.P. and Mason , R.L. 1986 . Pitman nearness criterion and its determination . Comm. in Statistics, Theory and Methods , 15 : 3173 – 3191 .
   Web of Science ®Google Scholar
• Swindel , B.F. and Chapman , P.P. 1973 . Good ridge estimators . Proc. Joint Statistical meetings . Dec 1973 . pp. 126
   Google Scholar
• Vinod , H.P. and Ullah , A. 1981 . Recent advances in regression methods , Vol. 41 , New York : Marcel Pecker .
   Google Scholar