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Original Articles

Estimation of signal to noise ratio using mahalanobis distance

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Pages 897-907 | Received 01 Jul 1986, Published online: 27 Jun 2007

References

  • Khatri , C.G. and Rao , C.R. 1985 . “ Effects of Estimated Noise Covariance Matrix in Optimal Signal Detection ” . In Center for Multivariate Analysis , Univ. Of Pittsburgh . To appear in IEEE Transactions
  • Khatri , C.G. , Rao , C.R. and Sun , Y.N. 1986 . Tables for obtaining Confidence Bounds for Realized Signal to Noise Ratio with an Estimated Discriminant Function . Communications in Statistics, Simulation and Computation , 15 ( 1 ) : 1 – 14 .
  • Khattree , R. 1987 . On Camparison of Estimates of Dispersion Using Generalized Pitman Nearness Criterion . Communications in Stat: Theo. and Meth. , 16 ( 1 )
  • Peddada , S.D. 1985 . A short note on Pitman Measure of Nearness . Amer. Stat. , 39 ( 1 ) : 298 – 299 .
  • Rao , C.R. 1980 . Discussion of Minimum Chi-Square, not maximum Likelihood . Ann Stat , 8 ( 1 ) : 482 – 485 .
  • Rao , C.R. 1981 . “ Some Comments on the Minimum. Mean Square Error as a criterion of Estimation ” . In In Statistics and Related Topics , Edited by: Csorgo , Dawson , Rao and Saleh . 123 – 143 . North Holland Amsterdam .
  • Rao , C.R. , Keating , J. P. and Mason , R.L. 1986 . Pitman Nearness Criterion and its determination . Communications in Statistics: Theory and Math. 15 , 11 : 3173 – 3191 .

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