In Refereed Statistical Journals

  1. Hayter, A.J. and Liu, W. (1990). The power function of the Studentised range test. Annals of Statistics, 18(1), 465-468.
  2. Hayter, A.J. and Liu, W. (1990). Power assessments for tests of the equality of several proportions. Communications in Statistics - Theory and Methods, 19(1), 19-30.

  3. Liu, W. (1992). Predictive screening. Communications in Statistics - Theory and Methods, 21(8), 2349-2366.
  4. Hayter, A.J. and Liu, W. (1992). A method of power assessment for tests comparing several treatments with a control. Communications in Statistics - Theory and Methods, 21(7), 1871-1890.

  5. Bofinger, E. and Hayter, A.J. and Liu, W. (1993). The construction of upper confidence bounds on the range of several location parameters. Journal of American Statistical Association, 88, 906-911.
  6. Liu, W. (1993). Simultaneous prediction intervals for all distances from the `best'. Communications in Statistics - Theory and Methods, 22(2), 505-518.
  7. Liu, W. (1993). Conditional probability of correct selection under the continuum partition with applications. Communications in Statistics - Theory and Methods, 22(4), 1085-1111.

  8. Liu, W. (1994). A note on the conditional probability of correct selection under the two-element partition. Journal of Statistical Planning and Inference, 39, 373-383.
  9. Liu, W. (1994). On the conditional probabilities of correctly selecting the best population. Statistics and Decisions, 12, 293-306.
  10. Liu, W. (1994). A new sequential procedure with elimination for selecting the best of k normal populations. Communications in Statistics - Theory and Methods, 23, 3157-3170.

  11. Liu, W. (1995). A group sequential procedure for all-pairwise comparisons of several treatments based on the range statistic. Biometrics, 51, 946-955.
  12. Liu, W. (1995). On the existence of tests uniformly more powerful than the LRT. Journal of Statistical Planning and Inference, 44, 19-35.
  13. Liu, W. (1995). Fixed-width simultaneous confidence intervals for all-pairwise comparisons. Computational Statistics and Data Analysis, 20(1), 35-44.
  14. Liu, W. (1995). A random-size subset approach to the selection problem. Journal of Statistical Planning and Inference, 48, 153-64.
  15. Liu, W. (1995). On the construction of exact lower confidence bounds on the distance between any two ranked location parameters of k populations. Communications in Statistics - Theory and Methods, 24(8), 2073-85.

  16. Liu, W. (1996). On multiple tests of a nonhierarchical finite family of hypotheses. Journal of the Royal Statistical Society Series B (Statistical Methodology), 58, 455-461.
  17. Liu, W. (1996). The construction of confidence intervals on the range of several location parameters following a sequential range test. Biometrika, 83, 223-226.
  18. Liu, W. (1996) On some single-stage, step-down and step-up procedures for comparing three normal means. Computational Statistics and Data Analysis, 21, 215-227.
  19. Hayter, A.J. and Liu, W. (1996) On the exact calculation of the one-sided studentised range test. Computational Statistics and Data Analysis, 22, 17-25.
  20. Liu, W. (1996). A group sequential procedure for comparing several treatments with a control. Journal of Applied Statistics, 23(4), 371-383.
  21. Liu, W. (1996). On Tukey's T-procedure for comparing three normal means. Communications in Statisitcs - Theory and Methods, 25(7), 1611-1616.
  22. Hayter, A.J. and Liu, W. (1996) A note on the calculation of Pr{ X_1 < ... < X_k } American Statistician, 50(4), 365.

  23. Liu, W. (1997). Improving the fully sequential estimation method of Anscombe-Chow-Robbins. Annals of Statistics, 25, 2164-71.
  24. Liu, W. (1997). Some results on step-up tests for unbalanced one-way layouts. Biometrics, 53(4), 1508-12.
  25. Liu, W. (1997). Control of type I and type III errors with step-up tests. Statist and Prob Letters, 31, 239-242.
  26. Liu, W. (1997). On step-up tests for comparing several treatments. Statistica Sinica, 7, 957-972.
  27. Liu, W. (1997). Sample size determination for Dunnett's procedure of comparing several treatments with a control: two-sided comparisons. Journal of Statistical Planning and Inference, 255-261.
  28. Liu, W. (1997). A multiple three-decision procedure for comparing several treatments with a control. Australian Journal of Statistics, 39(1), 79-92.
  29. Liu, W. (1997). A multistage estimation procedure. Journal of Statistical Planning and Inference, 65, 109-27.
  30. Liu, W. (1997). On stepwise tests when test statistics are independent. Australian Journal of Statistics, 169-177.
  31. Liu, W. (1997). On some sample size formulae for controlling both size and power in clinical trials. Journal of the Royal Statistical Society Series D (Statisticians) , 46(2), 239-251.

  32. Tamhane, A.J., Liu, W. and Dunnett, C.W. (1998). On stepwise tests for comparing several treatments with a control. Canadian J of Statistics, 26, 353-363.

  33. Benjamini, Y. and Liu, W. (1999). Step-down tests that control the FDR when test statistics are independent. J Statistical Planning and Inference, 82(1-2), 163-170.
  34. Liu, W. (1999). A one-sided confidence set hidden under a two-sided sequential test of normal mean. Stats and Prob Letters, 41, 435-438.
  35. Hayter, A.J. and Liu, W. (1999) Testing against umbrella alternatives. Computational Statistics and Data Analysis, 30(4), 393-401.

  36. Liu, W. and Wang, N. (2000). Asymptotic expansions for the moments of a randomly stopped average: extension and applications of a result of Aras and Woodroofe. Statistica Sinica, 10(2), 629-638.
  37. Liu, W., Miwa, T. and Hayter, A.J.(2000). Simultaneous confidence interval estimation for successive comparisons of ordered treatment effects. Journal of Statistical Planning and Inference, 88(1), 75-86.
  38. Miwa, T., Hayter, A.J. and Liu, W. (2000). Calculations of level probabilities for normal random variables with unequal variances with applications to Bartholomew's test in unbalanced one-way models. Computational Statistics and Data Analysis, 34(1), 17-32.
  39. Hayter, A.J., Miwa, T. and Liu, W. (2000). Combining the advantages of one-sided and two-sided test procedures for comparing several treatments with a control. J. Statistical Planning and Inference, 86(1), 81-99.
  40. Kwong, K.S. and Liu, W. (2000). Calculation of critical values of Dunnett and Tamhane's step-up test. Statistics and Probability Letters, 49(4), 411-416.

  41. Zhang, Y., Liu, W. and Zhan, Y.F. (2001). A two-sample test for interval censoring case 2. Biometrika, 88(3), 677-686.
  42. Somerville, P., Miwa, T., Liu, W. and Hayter, A.J. (2001). Combining one-sided and two-sided confidence interval procedures for successive comparisons of ordered treatment effects. Biometrical Journal, 43(5), 533-542.
  43. Liu, W. and Hayter, A.J. (2001). Select and sharpen your inferences in simultaneous inferences via a Bayesian approach. Communication in Statistics - Theory and Methods, 30(1), 135-146.
  44. Bofonger, E. and Liu, W. (2001). Selecting closest to a control. Australia and New Zealand J of Statistics, 43(4), 421-430.
  45. Hayter, A.J., Miwa, T. and Liu, W. (2001). Efficient directional inference methodologies for the comparisons of three ordered treatment effects. Journal of Japan Statistical Society, 31(2), 153-174.

  46. Wang,N. and Liu, W. (2002). Some two-term expansions of the distributions of some standardised partial sums involving a random number of i.i.d. random variables. Annals of the Institute of Statistical Mathematics, 54(1), 114-124.
  47. Liu, W., Wang,N. and Wang,S. (2002). Approximations of distributions of some standardised partial sums in sequential analysis. Australia and New Zealand J of Statistics, 44(1), 109-119.
  48. Liu, W. and Bailey, B.J.R. (2002). Sample size determination for constructing a confidence interval for the success probability with desired width and confidence level. Statistics and Probability Letters, 56(1), 1-5.

  49. Liu, W. and Kwong, K.S. (2003). A directional decision procedure for successive comparison of treatment effects. Journal of Statistical Planning and Inference, 116, 49-59.
  50. Liu, W. and Somerville, P. (2003). Stepwise multiple tests for successive comparisons. Computational Statistics and Data Analysis, 46, 189-199.
  51. Wang, N. and Liu, W. (2003). Second order moment expansions of a stopped and standardised sum (invited paper). Journal of the Iranian Statistical Society, 2(1), 115-134.
  52. Liu, W. (2003). A confidence interval that is consistent with and more informative than an equivalent test for a normal mean. Sequential Analysis, 22, 151-157.
  53. Zhang, Y., Liu, W. and Wu, F. (2003). A simple nonparametric two-sample test for the distribution function of event time with interval censored data. J of Nonparametric Statistics, 15, 643-652.
  54. Liu, W. (2003). Some sequential equivalence tests that control both the size and power. South Afican Statistical Journal, 37, 105-125.

  55. Liu, W., Jamshidian, M. and Zhang, Y. (2004). Multiple comparison of several regression models. Journal of the American Statistical Association, 99, 395-403.
  56. Liu, W. (2004). Some simple corrected confidence intervals following a sequential test. J Statistical Planning and Inference, 126, 189-205.
  57. Ahmad, I.A., Liu, W. and Zhang, Y. (2004). On the finite sample behavior of testing whether new is better than used of a specified age. Metrika , 60, 287-294.

  58. Liu, W., Jamshidian, M., Zhang, Y. and J. Donnelly (2005). Simulation-based simultaneous confidence bands in multiple linear regression with predictor variables constrained in intervals. J Computational and Graphical Statistics, 14(2), 459-484.
  59. Jamshidian,M., Liu,W., Zhang,Y. and Jamshidian,F. (2005). SimReg: a software including some new developments in multiple comparison and simultaneous confidence bands for linear regression models. J of Statistical Software, 12(2), 1-22.
  60. Pang, W.K., Leung, P.K., Huang, W.K. and Liu, W. (2005). On the interval estimation of the coefficient of variation for the three-parameter Weibull, Lognormal and Gamma distributions: a simulation based approach. European J. of Operational Research , 164, 367-377.
  61. Liu, W., Jamshidian, M., Zhang, Y. and Bretz, F. (2005). Constant width simultaneous confidence bands for multiple linear regression when predictor variables are constrainted in intervals. J of Statistical Computation and Simulation, 75(6), 425-436.

  62. Singh, P. and Liu, W. (2006). A test against an ordered alternative. Computational Statistics and Data Analysis, 51 (3): 1957-1964.
  63. Hayter, A.J., Wynn, H.P. and Liu, W. (2006). Slope modified confidence bands for a simple linear regression model. Statistical Mothodology, 3(2), 186-192.
  64. Pang, W.K., Huang, W.K. and Liu, W. (2006). Exact confidence bounds for the coefficient of variation of a normally distributed population. International J of Statistics and Systems, 1(1), 81-86.

  65. Liu, W. and Hayter, A.J. (2007). Minimum area confidence set optimality for confidence bands in simple linear regression. J. American Statistical Association, 102(477), 181-190.
  66. Liu, W. and Wang, N. (2007). A note on Hall's triple sampling procedure: a multiple sample second order sequential analogue of the Behrens-Fisher problem. J of Statistical Planning and Inference, 137(1), 331-343 .
  67. Liu, W., Hayter, A.J. and Wynn, H.P. (2007). Operability region equivalence: simultaneous confidence bands for the equivalence of two regression models over restricted regions. Biometrical Journal, 49(1), 144-150.
  68. Liu, W., Jamshidian, M., Zhang, Y., Bretz, F. and Han, X.L. (2007). Some new methods for the comparison of two linear regression models. J of Statistical Planning and Inference, 137 (1), 57-67.
  69. Hayter, A.J., Liu, W. and Wynn, H.P. (2007). Easy-to-Construct Confidence Bands for Comparing Two Simple Linear Regression Lines. J. Statistical Planning and Inference, 137(4), 1213-1225.
  70. Liu, W., Jamshidian, M., Zhang, Y., Bretz, F. and Han, X.(2007). Pooling batches in drug stability study by using constant-width simultaneous confidence bands. Statistics in Medicine, 26 (14): 2759-2771.
  71. Jamshidian, M., Jenrich, R. and Liu, W. (2007). A study of partial F tests for multiple linear regression models. Computational Statistics and Data Analysis, 51(12), 6269-6284.

  72. Liu, W., Wynn, H.P. and Hayter, A.J. (2008). Statistical inferences for linear regression models when the covariates have functional relationships: polynomial regression. J of Statistical Computation and Simulation, 78(4), 315-324.
  73. Liu, W., Lin, S. and Piegorsch, W.W. (2008). Construction of exact simultaneous confidence bands for a simple linear regression model. International Statistical Review , 76, 39-57.
  74. Hayter, A.J., Kim, J. and Liu, W. (2008). Critical Point Computations for One-sided and Two-sided Pairwise Comparisons of Three Treatment Means. Computational Statistics and Data Analysis, 53(2), 463-470.

  75. Liu, W., Bretz, F., Hayter, A.J. and Wynn, H.P. (2009). Assessing non-superiority, non-inferiority or equivalence when comparing two regression models over a restricted covariate region. Biometrics, 65, 1279-1287.
  76. Liu, W. and Lin, S. (2009). Construction of Exact Simultaneous Confidence Bands in Multiple Linear Regression with Predictor Variables Constrained in an Ellipsoidal Region. Statistica Sinica , 19, 213-232.
  77. Hayter, A.J., Liu, W. and Ah-Kine, P. (2009). A Ray Method of Confidence Band Construction for Multiple Linear Regression Models. J. Statistical Planning and Inference , 139(2), 329-334.
  78. Liu, W., Hayter, A.J., Piegorsch, W.W. and Ah-Kine, P. (2009). Comparison of Hyperbolic and Constant Width Simultaneous Confidence Bands in Multiple Linear Regression under MVCS Criterion. J of Multivariate Analysis , 100(7), 1432-1439.

  79. Liu, W. and Ah-kine, P. (2010). Optimal simultaneous confidence bands in simple linear regression. J. Statistical Planning and Inference , 140, 1225-1235.
  80. Jamshidian, M., Liu, W. and Bretz, F. (2010). simultaneous confidence bands for all contrasts of three or more simple linear regression models over an interval. Computational Statistics and Data Analysis, 54, 1475-1483.

  81. Liu, W. and Zhou, S. (2011). Construction of fixed width confidence intervals for a Bernoulli success probability using sequential sampling: a simulation study. Journal of Statistical Computation and Simulation, 81, 1483-1493.
  82. Gsteiger, S., Bretz, F. and Liu, W. (2011). Simultaneous Confidence Bands for Nonlinear Regression Models with Application to Population Pharmacokinetic Analyses. Journal of Biopharmaceutical Statistics, 21(4), Special Issue, 708-725.

  83. Liu, W., Ah-Kine, P. and Zhou, S. (2012). Simultaneous confidence bands for linear regression with covariates constrained in intervals. Scandinavian Journal of Statistics , 39(3), 543-553.
  84. Hayter, A.J., Kiatsupaibul, S., Liu, W. and Wynn, H.P. (2012). An independence point method of confidence band construction for multiple linear regression models. Communications in Statistics -- Theory and Methods , 41, 4132-4141.

  85. Liu, W., Ah-Kine, P., Bretz, F. and Hayter, A.J. (2013). Exact Simultaneous confidence intervals for a finite set of contrasts of three, four or five generally correlated normal means. Computational Statistics and Data Analysis , 57(1), 141-148. (doi: 10.1016/j.csda.2012.06.007)
  86. Liu, W., Bretz, F., Hayter, A.J. and Glimm, E. (2013). Simultaneous inference for several quantiles of a normal population with applications. Biometrical Journal , 55(3), 360-369. (doi: 10.1002/bimj.201100232).

  87. Liu, W., Hsu, J.C., Bretz, F., Hayter, A.J. Han, Y. (2014). Shelf-life and its estimation in drug stability studies. Journal of Applied Statistics, 41(9), 1989-2000. DOI: 10.1080/02664763.2014.898135 http://dx.doi.org/10.1080/02664763.2014.898135
  88. Liu, W., Zhou, S. and Bretz, F. (2014). Exact simultaneous confidence bands for quadratic and cubic polynomial regressions with applications in dose response study. Australian and Zealand Journal of Statistics, 55(4), 421-34. (doi: 10.1111/anzs.12048)
  89. Wang, N. and Liu, W. (2014). A distribution-free approach in statistical modelling with repeated measurements and missing values. Communications in Statistics -- Theory and Methods , 43(8), 1686-97. DOI: 10.1080/03610926.2012.673678 http://dx.doi.org/10.1080/03610926.2012.673678

  90. Wan, F., Liu, W., Bretz, F., and Han, Y. (2015). An exact confidence set for a maximum point of a univariate polynomial function in a given interval. Technometrics, 57(4), 559-565. (DOI: 10.1080/00401706.2014.962708)
  91. Han, Y., Liu, W., Bretz, F., and Wan, F. (2015). Simultaneous confidence bands for a percentile line in linear regression. Computational Statistics and Data Analysis, 81, 1-9.
  92. Chantarangsi, W., Liu, W., Bretz, F., Kiatsupaibul, S., Hayter, A.J. and Wan, F. (2015). Normal probability plots with confidence. Biometrical Journal, 1, 52-63. (DOI: 10.1002/bimj.201300244)
  93. Hayter, A.J., Lin, Y. and Liu, W. (2015). Establishing practical equivalence between three treatments. Journal of Statistical Theory and Practice, 9(3), 600-607. (doi: 10.1080/15598608.2014.971985)
  94. Ah-Kine, A. and Liu, W. (2015). Optimal simultaneous confidence bands in multiple linear regression with predictor variables constrained in an ellipsoidal region. Communications in Statistics -- Theory and Methods , 44(3), 441-452. (DOI: 10.1080/03610926.2012.751115 or http://dx.doi.org/10.1080/03610926.2012.751115)
  95. Balakrishnan, N., Hayter, A.J., Liu, W. and Kiatsupaibul, S. (2015) Confidence intervals for quantiles of a two-parameter exponential distribution with progressive censoring. Communications in Statistics -- Theory and Methods , 44, 2195-2207.
  96. Hayter, A.J., Kiatsupaibul, S., Napalai, P. and Liu, W. (2015) Simultaneous inferences on the cumulative distribution function of a normal distribution. Communications in Statistics -- Theory and Methods , 44, 5136-5145.

  97. Wan, F., Liu, W., Bretz, F. and Han, Y. (2016). Confidence sets for optimal factor levels of a response surface. Biometrics, 72, 1285-1293. (doi:10.1111/biom.12500)
  98. Liu, W., Han, Y., Wan, F., Bretz, F. and Hayter, A.J. (2016). Simultaneous confidence tubes in multivariate linear regression. Scandinavian Journal of Statistics, 43(3), 879-885. (doi:10.1111/sjos.12217)
  99. Liu, W., Han, Y., Bretz, F., Wan, F. and Yang, P. (2016).Counting by weighing: know your numbers with confidence. Journal of the Royal Statistical Society Series C (Applied Statistics) , 65(4), 641-648. (doi: 10.1111/rssc.12142)
  100. Han, Y., Liu, W., Bretz, F., Wan, F. and Yang, P. (2016). Statistical calibration and exact one-sided simultaneous tolerance intervals for polynomial regression. Journal of Statistical Planning and Inference, 168, 90-96. (doi:10.1016/j.jspi.2015.07.005)
  101. Chantarangsi, W., Liu, W., Bretz, F., Kiatsupaibul, S., & Hayter, A. J. (2016). Q-Q plots with confidence for testing weibull and exponential distributions. Hacettepe Journal of Mathematics and Statistics, 45(3), 887-904. DOI: 10.15672/HJMS.20156711005

  102. Peng, J., Liu, W., Bretz, F. and Shked, Z. (2017). Multiple Confidence Intervals for Selected Parameters Adjusted for the False Coverage Rate in Monotone Dose-Response Microarray Experiments. Biometrical Journal, 4, 732-745.
  103. Kiatsupaibul, S., Hayter, A.J., Liu, W. (2017). Rank constrained distribution and moment computations. Computational Statistics and Data Analysis , 105, 229-242.
  104. Zhou, S., Wan, F., Liu, W., Bretz, F. (2017). Computation of an exact confidence set for a maximum point of a univariate polynomial function in a given interval. Statistics and Probability Letters , 122, 157-161.

  105. Bretz, F., Mollenhoff, K., Dette, H., Liu, W. and Trampisch, M. (2018). Assessing the similarity of dose response and target doses in two non-overlapping subgroups. Statistics in Medicine, 37, 722-738.
  106. Tompsett, D. M., Biedermann, S., & Liu, W. (2018). Simultaneous confidence sets for several effective doses. Biometrical Journal, 60, 703-720.
  107. Chantarangsi, W., Liu, W., Bretz, F., Kiatsupaibul, S., & Hayter, A. J. (2018). Normal probability plots with confidence for the residuals in linear regression. Communications in Statistics: Simulation and Computation, 47(2), 367-379. DOI: 10.1080/03610918.2016.1165840

  108. Liu, W., Bretz, F., Srimaneekarn, N., Peng, J. and Hayter, A.J. (2019). Confidence sets for statistical classification. Stats, 2(3), 332-346. https://doi.org/10.3390/stats2030024
  109. Liu, W., Bretz, F., & Hayter, A. (2019). Confidence sets for statistical classification (II): Exact confidence sets. Stats, 2(4), 439-446. DOI: 10.3390/stats2040030
  110. Bohning, D., Liu, W., Holt, R., Boehning, W., Guha, N., Sonsken, P. H., ... Liang , T. (2019). Exact statistical calculation of the uncertainty term in the decision limits of the GH2000-score for growth hormone misuse detection (doping). Statistical Methods in Medical Research, 28(3), 928-936. DOI: 10.1177/0962280217739452
  111. Peng, J., Liu, W., Bretz, F. and Hayter, A.J. (2019). Counting by weighing: two-sided confidence intervals. Journal of Applied Statistics , 46(2), 262-271.

  112. Saengkyongam, S., Hayter, A.J., Kiatsupaibul, S. and Liu, W. (2020). Efficient computation of the stochastic behavior of partial sum processes. Computational Statistics, 35, 343-358. http://link.springer.com/article/10.1007/s00180-019-00920-z

  113. Liu, W., Bretz, F., Bohning, D., Holt, R., Bohning, W., Guha, N., Sonksen, P. and Cowan, D. (2021). Comparison of normal distribution based and nonparametric decision limits on the GH-2000 score for detecting growth hormone misuse (doping) in sport. Biometrical Journal, 63(1), 187-200. DOI: 10.1002/bimj.202000019
  114. Liu, W., Bretz, F. and Cortina-Borja, M. (2021). Reference range: which statistical intervals to use? Statistical Methods in Medical Research, 30(2), 523–534. https://doi.org/10.1177/0962280220961793
  115. Liu, W; Bretz, F and Cortina-Borja, M. (2022). Authors' response. Statistical Methods in Medical Research, to appear. https://journals.sagepub.com/doi/pdf/10.1177/09622802221111376
  116. Peng, J., Liu, W., Bretz, F. and Hayter, A.J. (2021). Simultaneous confidence tubes for comparing several multivariate linear regression models. Biometrical Journal, 64(2), 290-300.

  117. Liu, W., Bretz, F., Bohning, D., Holt, R., Han, Y., Bohning, W., Guha, N. and Cowan, D. (2022). Combined statistical decision limits based on two GH-2000 scores for the detection of growth hormone misuse. Statistical Methods in Medical Research, 31(8), 1439-1448.
  118. Liu, W., Bretz, F., Hayter, A.J. and Kiatsupaibul, S. (2022). Computation of tolerance ellipses for bivariate and trivariate normal populations. Journal of Statistical Computation and Simulation, 92(17), 3630-3638, DOI: 10.1080/00949655.2022.2076091
  119. Zhou, S., Yao, K., Liu, W. and Bretz, F. (2022). Construction of simultaneous confidence bands using conditional Monte Carlo. Statistics and Probability Letters , https://doi.org/10.1016/j.spl.2021.109325

  120. Han, Y., Sun, Y.J., Wang, L.J., Liu, W. and Bretz, F. (2023). Statistical calibration for infinite many future values in linear regression: simultaneous or pointwise tolerance intervals or what else? Journal of the Royal Statistical Society Series C (Applied Statistics), 72(1), 37-47.

  121. Liu, W., Bretz, F. and Cortina–Borja, M. (2024). Distribution-free hyperrectangular tolerance regions for setting multivariate reference regions in laboratory medicine. Statistics in Medicine, http://doi.org/10.1002/sim.10019
  122. Wan, F., Liu, W. and Bretz, F. (2024). Confidence sets for a level set in linear regression. Statistics in Medicine, 43(6), 1103-1118. http://dx.doi.org/10.1002/sim.9996
  123. Han, Y., Wang, L.J., Liu, W. and Bretz, F. (2024). Multiple use calibration for all future values and exact two-sided simultaneous tolerance intervals in linear regression. Journal of Computational and Graphical Statistics, https://doi.org/10.1080/10618600.2024.2359507

  124. Wan, F., Liu, W. and Bretz, F. (2025). Exact two-sided confidence sets for a level set in simple linear regression. Annals of the Institute of Statistical Mathematics, to appear.
  125. Wang, L.J., Han, Y., Liu, W. and Bretz, F. (2025). Minimum area confidence set optimality for simultaneous confidence bands for percentiles with applications to drug shelf-life estimation. Statistics in Medicine, to appear.

In Refereed Edited Statistical Books

  1. Hayter, A.J. and Liu, W. (1992) ``Some minimax test procedures for comparing several normal means'', in Multiple Comparisons, Selection, and Applications in Biometry, A Fretschrift in Honor of Charles W Dunnett, edited by Hoppe, F.M., 137-148. Marcel Dekker, Inc., New York.
  2. Hochberg, Y., Liu, W. and Parmat, Y. (2000) ``On the directional decision problem'', Perspectives in Statistical Sciences, ed. Basu, A.K., Ghosh, J.K., Sen, P.K. and Sinha, B.K., 179-190. Oxford University Press
  3. Liu, W. (2003). A sequential procedure that controls both size and power in a multiple comparison problem. Applied Sequential Methodologies, ed. Mukhopadhyay, N., Datta, S. and Chattopadhyay, S., 249-259. Marcel Dekker, Inc., New York.

In Refereed Non-Statistical Journals

  1. Dillon, J., Andrianakis, I., Mould, R., Ient, B., Liu, W., James, C., O'Connor, V. and Holden-Dye, L. (2013). Distinct molecular targets including SLO-1 and gap junctions are engaged across a continuum of ethanol concentrations in Caenorhabditis elegans. The FASEB Journal, 27(10), 4266-4278. (doi:10.1096/fj.11-189340). (PMID:23882127).
  2. Srimaneekarn, N., Hayter, A.J., Liu, W. and Tantipoj, C. (2022). Binary Response Analysis using Logistic Regression in Dentistry. International Journal of Dentistry , to appear.

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