Arnold, J.C. and Katti, S.K. (1972). An application of the Rao-Blackwell theorem in preliminary test estimators , J. of Multivariate Analysis 2, 236-238.

Bancroft, T.A. (1944). On baises in estimation due to the use of preliminary tests of significance , Annals of Math. Stat., 15, 190-204.

Bancroft, T.A. (1964). Analysis and inference for incompletely specified models involving the use of preliminary tests of significance , Biometrics, 20 427-442.

Bock, M.E., Yancey, T.A. and Judge G.G. (1973). The Statistical consequences of preliminary test estimators in regression , J. of American Statistical Association, 68, 109-116.

Folks, J.L., and Chhikara, R.S. (1978). The inverse Gaussian distribution and its statistical application-a review, J. Roy. Statist. Soc., 40, 263-289.

Chhikara, R.S., and Folks, J.L. (1989). The inverse Gaussian distribution; Theory, Methodology and applications, Marcel Deckker, New York.

Ghosh, M. and Sinha, B. K. (1988). Empirical and hierarchical Bayes competitors of preliminary test estimators in two sample problems , J. Multivariate Anal., 27, 206–227.

Han, C.P. (1978). Nonnegative and preliminary test estimators of variance components , J. of American Statistical Association, 73, 855-858.

Huntsberger, D.V. (1954). A generalization of a preliminary testing procedure
for pooling data , J. of American Statistical Association, 734-744.

Pandey, B. N. (1997). Testimator of the scale parameter of the exponential distribution using linex loss function, Comm. Statist.– Theory Methods
26, 2191–2202.

Pandey, B. N. and Malik, H. J. (1990). Testing for the mean of the inverse Gaussian distribution and adaptive estimation of parameters, Comm. Statist.- Theory Methods 19, 629–637.

Pandey, B. N., Malik, H. J. and Dubey, P. K. (1995). Bayesian shrinkage estimators for a measure of dispersion of an inverse Gaussian distribution,
Comm. Statist. Theory Methods 24, 2261–2270.

Pandey, B. N. and Srivastava, A. K. (2001) Estimation of variance using asymmetric loss function, IAPQR Trans. 26, 109–123.

Paul, A.E. (1950). On a preliminary test for pooling mean squares in the analysis of variance , Ann. Math. Statist., 21, 539-556.

Seshadri, V. (1998). The Inverse Gaussian Distribution: Statistical Theory and Applications. Springer Verlag, New York.

Tweedie, M.C.K. (1957a). Statistical properties of inverse Gaussian distributions-I , Ann. Math. Statist., 28, 362-377.

Tweedie, M.C.K. (1957b). Statistical properties of inverse Gaussian distributions-II , Ann. Math. Statist., 28, 696-705.

Whitmore, G.A. and Yalovsky, M. (1978). A normalizing logarithmic
transformation for inverse Gaussian random variables, Technometrics, 20,
207-208.

Yancey, T.A., Judge, G.G. and Bohrer, R. (1989). Sampling performance of some joint one-sided preliminary test estimators under squared error loss , Econometica, 57, 1221-1228.