Bibliography
- Box , G.E.P. and Muller , M.E. 1958 . A note on the generation of random normal deviates . Annals of Mathematical Statistics , 29 : 610 – 611 .
- Bradstreet , T.E. 1997 . A Monte Carlo study of Type I error rates for the two-sample Behrens-Fisher problem with and without rank transformation . Computational Statistics and Data Analysis , 25 : 167 – 179 .
- Cochran , W.G. and Cox , G.M. 1950 . Experimental Designs , New York : Wiley .
- Grab , E.L. and Savage , R. 1954 . Tables of the expected value of 1/X for positive Bernouilli and Poisson variables . Journal of the American Statistical Association , 49 : 169 – 177 .
- Knuth , D.E. 1981 . “ Seminumerical algorithms ” . In The Art of Computer Programming , Vol. 2 , Addison-Wesley .
- Lee , A.F.S. and Gurland , J. 1975 . Size and power of tests for equality of means of two normal populations with unequal variances . Journal of the American Statistical Association , 70 : 933 – 941 .
- Lewis , P.A.W. and Orav , E.J. 1989 . Simulation Methodology for Statisticians, Operations Analysts, and Engineers , Vol. I , California : Wadsworth & Brooks/Cole Advanced Books & Software .
- Ocaña , J. and Vegas , E. 1995 . Variance reduction for Bernoulli response variables in simulation . Computational Statistics and Data Analysis , 19 : 631 – 640 .
- Rothery , P. 1982 . The use of control variates in Monte Carlo estimation of power . Applied Statistics , 31 : 125 – 129 .
- Scheffé , H. 1970 . Practical solutions to the Behrens-Fisher problem . Journal of the American Statistical Association , 65 : 1501 – 1508 .
- Vegas , E. and Ocaña , J. . Variance reduction for Bernouilli response variables in simulation . Proc. Computational Statistics . Edited by: Dodge , Y. and Whittaker , J. Vol. 2 , pp. 103 – 106 . Physica Verlag .
- Vegas , E. , del Castillo , J. and Ocaña , J. Efficiency and exponential models in a variance-reduction technique for dichotomous response variables . Journal of Statistical Planning and Inference , in press
- Wooff , D.A. 1985 . Bounds on reciprocal moments with applications and developments in Stein estimation and post-stratification . Journal of the Royal Statistical Society , 47 : 362 – 371 . Series B