arrow grid linear view icon
The College of Arts Sciences

You are here

Roger H. Farrell

Professor Emeritus



The Department is saddened by the passing of our friend and colleague Roger Farrell Read more.


Mathematical statistics, measure theory


  • Mathematics


  • Proof of a necessary and sufficient condition for admissibility in discrete multivariate problems (with L. D. Brown), J. Mult. Annal. 24 (1988), 46–52.
  • All admissible linear estimators of the vector of gamma state parameters with application to random effects models (with W. Klonecki and S. Zontek), Ann. Statist. 17 (1989), 268–281.
  • A lower bound for the risk in estimating the value of a probability density (with L. D. Brown), Jour. Amer. Statist. Assoc. 85 (1990), 1147–1153.
  • Estimations of accuracy in testing (with J. T. G. Hwang, G. Casella, C. Robert and M. T. Wells), Ann. Statist. 20 (1992), 490–509.
  • Spitzer and Bohnenblust, revisited (1997), preprint.