1. Calculation of critical values for Somervilles's FDR procedures. Journal of Statistical Software, Issue 6 Oct 2007.
  2. Step-up and Step-down Procedures Controlling the Number and Proportion of False Positives (with Claudia Hemmelmann) Computational Statistics and Data Analysis 52 (2008) 1323-1334.
  3. Controlling the number of false positives using the Benjamini-Hochberg FDR procedure. 2007 Technical Report 2007-1, Department of Statistics and Actuarial Science, University of Central Florida.
  4. Step-up and step-down procedures controlling the number and proportion of false positives. 2006 Technical Report 2006-2, Department of Statistics and Actuarial Science, University of Central Florida.
  5. Some tables of critical values for Somerville's Multiple Comparisons Procedure. 2006 Technical Report 2006-1, Department of Statistics and Actuarial Science, University of Central Florida.
  6. FDR Procedures controlling the number and proportion of false positives. 2005 Technical Report, Department of Statistics and Actuarial Science, University of Central Florida.
  7. Step-down FDR procedures for large numbers of hypotheses. 2005 Technical Report, Department of Statistics, University of Central Florida.
  8. FDR step-down and step-up procedures for the correlated case. 2004. Recent developments in multiple comparisons, edited by Y. Benjamini, S. Sarkar, and F. Bretz. IMS Lecture Notes Monograph Series, 47, 100-118.
  9. Stepwise multiple tests for successive comparisons of treatment effects (with Wei Liu) Computational Statistics and Data Analysis 2004: 46, 189 - 199
  10. Step-down FDR Procedures for large numbers of hypotheses. 2004 Technical Report, Department of Statistics, University of Central Florida.
  11. A step-down FDR procedure for large numbers of hypotheses. 2004 Technical Report, Department of Statistics, University of Central Florida.
  12. FDR step-down and step-up procedures for the correlated case. 2004 Technical Report, Department of Statistics, University of Central Florida.
  13. 'Optimum' FDR procedures and MCV values. 2003. Technical Report Department of Statistics, University of Central Florida.
  14. Combining one-sided and two-sided confidence interval procedures for successive comparisons of ordered treatment effects. (with Wei Liu, Tetsuhisa, Miwa and A. J. Hayter), Biometrical Journal 2001: 43, 533-542.
  15. Obtaining critical values for simultaneous confidence intervals and multiple testing. (with Frank Bretz). Biometrical Journal 2001: 43, 657-663.
  16. Fortran 90 and SAS-IML programs for computation of critical values for multiple testing and simultaneous confidence intervals. Journal of Statistical Software 2001: http://www.stat.ucla.edu/www.jstatsoft.org/v06/i05/
  17. Numerical computation of multivariate normal and mutivariate-t probabilities over ellipsoidal regions. Journal of Statistical Software 2001: http://www.stat.ucla.edu/www.jstatsoft.org/v06/i08/
  18. Critical values for multiple testing and comparisons - one step and step down procedures. Journal of Statistical Planning and Inference 1999: 82, 129-138.
  19. A Fortran 90 program to evaluate multivariate normal and multivariate-t integrals over convex regions. Journal of Statistical Software 1998: http://www.stat.ucla.edu/journals/jss/v03/i04/
  20. Numerical computation of multivariate normal and multivariate-t over convex regions. Journal of Computational and Graphical Statistics, 1998 Volume 7, Number 4, 529-544.
  21. Multiple testing and simultaneous confidence intervals: calculation of constants. Computational Statistics and Data Analysis 25, 217-233,1997.

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