Multiple Use Confidence Regions in Multivariate Calibration

References

• Brown , P. J. 1982 . “Multivariate Calibration” . Journal of the Royal Statistical Society , 44 : 287 – 321 . (with discussion), Ser. B
   Google Scholar
• Brown , P. J. 1993 . Measurement, Regression and Calibration , New York : Oxford University Press .
   Google Scholar
• Brown , P. J. and Sundberg , R. 1987 . “Confidence and Conflict in Multivariate Calibration” . Journal of the Royal Statistical Society , 49 : 46 – 57 . Ser. B
   Google Scholar
• Carroll , R. J. , Spiegelman , C. H. and Sacks , J. 1988 . “A Quick and Easy Multiple-Use Calibration-Curve Procedure” . Technometrics , 30 : 137 – 141 .
   Web of Science ®Google Scholar
• Croarkin , C. and Varner , R. N. 1982 . “Measurement Assurance for Dimensional Measurements on Integrated-Circuit Photomasks,” , National Bureau of Standards . Technical Note 1164
   Google Scholar
• Eberhardt , K. R. and Mee , R. W. 1994 . “Constant-Width Calibration Intervals for Linear Regression” . Journal of Quality Technology , 26 : 21 – 29 .
   Web of Science ®Google Scholar
• Lechner , J. , Reeve , C. and Spiegelman , C. 1982 . “A New Method of Assigning Uncertainty in Volume Calibration” . Technometrics , 24 : 229 – 234 .
   Web of Science ®Google Scholar
• Lieberman , G. J. , Miller , R. G. and Hamilton , M. A. 1967 . “Unlimited Simultaneous Discrimination Intervals in Regression” . Biometrika , 54 : 133 – 145 .
   PubMed Web of Science ®Google Scholar
• Limam , M. M. T. and Thomas , D. R. 1988 . “Simultaneous Tolerance Intervals for the Linear Regression Model” . Journal of the American Statistical Association , 83 : 801 – 804 .
   Web of Science ®Google Scholar
• Lundberg , E. and de Mare' , J. 1980 . “Interval Estimates in the Spectroscopic Calibration Problem” . Scandinavian Journal of Statistics , 7 : 40 – 42 .
   Web of Science ®Google Scholar
• Mathew , T. and Kasala , S. 1994 . “An Exact Confidence Region in Multivariate Calibration” . The Annals of Statistics , 22 : 94 – 105 .
   Web of Science ®Google Scholar
• Mathew , T. and Zha , W. 1996 . “Conservative Confidence Regions in Multivariate Calibration” . The Annals of Statistics , 24 : 707 – 725 .
   Web of Science ®Google Scholar
• Mee , R. W. , Eberhardt , K. R. and Reeve , C. P. 1991 . “Calibration and Simultaneous Tolerance Intervals for Regression” . Technometrics , 33 : 211 – 219 .
   Web of Science ®Google Scholar
• Oman , S. D. 1988 . “Confidence Regions in Multivariate Calibration” . The Annals of Statistics , 16 : 174 – 187 .
   Web of Science ®Google Scholar
• Oman , S. D. and Wax , Y. 1984 . “Estimating Fetal Age by Ultrasound Measurements: An Example of Multivariate Calibration” . Biometrics , 40 : 947 – 960 .
   PubMed Web of Science ®Google Scholar
• Osborne , C. 1991 . “Statistical Calibration: A Review” . International Statistical Review , 59 : 309 – 336 .
   Web of Science ®Google Scholar
• Scheffé , H. 1973 . “A Statistical Theory of Calibration” . The Annals of Statistics , 1 : 1 – 37 .
   Web of Science ®Google Scholar
• Smith , R. L. and Corbett , M. 1987 . “Measuring Marathon Courses: An Application of Statistical Calibration Theory” . Applied Statistics , 36 : 283 – 295 .
   Web of Science ®Google Scholar
• Sundberg , R. “Most Modern Calibration is Multivariate,” . Proceedings of the 17th International Biometric Conference . Hamilton , Canada. pp. 395 – 405 .
   Google Scholar
• Thomas , E. V. 1991 . “Errors-in-Variables Estimation in Multivariate Calibration” . Technometrics , 33 : 405 – 413 .
   Web of Science ®Google Scholar
• Zha , W. 1995 . “Confidence Regions in Multivariate Calibration,” , University of Maryland Baltimore County, Dept. of Mathematics and Statistics . unpublished Ph.D. thesis
   Google Scholar