References
- Ahmed, S., Tomkins, R., Volodin, A. ( 2001). Test of homogeneity of parallel samples from lognormal populations with unequal variances. Journal of Statistical Research 35(2):25–33.
- Alexander, R. A., Govern, D. M. ( 1994). A new and simpler approximation for ANOVA under variance heterogeneity. Journal of Educational and Behavioral Statistics 19(2):91–101.
- Barndorff-Nielsen, O. E. ( 1991). Modified signed log likelihood ratio. Biometrika 78(3):557–563.
- Bradstreet, T. E., Liss, C. ( 1995). Favorite data sets from early (and late) phases of drug research-Part 4. In Proceedings of the Section on Statistical Education of the American Statistical Association, pp. 335–340.
- Chang, C.-H., Lin, J.-J., Pal, N. ( 2011). Testing the equality of several gamma means: A parametric bootstrap method with applications. Computational Statistics 26(1):55–76.
- Chang, C.-H., Pal, N. ( 2008a). A revisit to the Behrens-Fisher problem: Comparison of five test methods. Communications in Statistics - Simulation and Computation 37(6):1064–1085.
- Chang, C.-H., Pal, N. ( 2008b). Testing on the common mean of several normal distributions. Computational Statistics and Data Analysis 53(2):321–333.
- Chang, C.-H., Pal, N., Lim, W., Lin, J. J. ( 2010a). Comparing several population means: A parametric bootstrap method, and its comparison with usual ANOVA F test as well as ANOM. Computational Statistics 25(1):71–95.
- Chang, C.-H., Pal, N., Lin, J. J. ( 2010b). A note on comparing several poisson means. Communications in Statistics - Simulation and Computation 39(8):1605–1627.
- Chen, H. ( 1994). Comparisons of lognormal population means. Proceedings of the American Mathematical Society 121(3):915–924.
- Chen, H., Loh, W. Y. ( 1992). Bounds on AREs of tests following Box-Cox transformations. The Annals of Statistics 20(3):1485–1500.
- Chen, Y. H., Zhou, X. H. ( 2006). Interval estimates for the ratio and difference of two lognormal means. Statistics in Medicine 25(23):4099–4113.
- Chiu, S. N., Wang, L. ( 2009). Homogeneity tests for several poisson populations. Computational Statistics and Data Analysis 53(12):4266–4278.
- Cochran, W. G. ( 1937). Problems arising in the analysis of a series of similar experiments. Supplement to the Journal of the Royal Statistical Society 4(1):102–118.
- Davison, A. C., Hinkley, D. V. ( 1997). Bootstrap Methods and Their Application. Vol. 1. New York: Cambridge University Press.
- Gill, P. S. ( 2004). Small-sample inference for the comparison of means of log-normal distributions. Biometrics 60(2):525–527.
- Guo, J. H., Luh, W. M. ( 2000). Testing methods for the one-way fixed effects ANOVA models of log-normal samples. Journal of Applied Statistics 27(6):731–738.
- Gupta, R. C., Li, X. ( 2006). Statistical inference for the common mean of two log-normal distributions and some applications in reliability. Computational Statistics and Data Analysis 50(11):3141–3164.
- Jafari, A. A., Abdollahnezhad, K. ( 2015). Inferences on the means of two log-normal distributions: A computational approach test. Communications in Statistics - Simulation and Computation 44(7):1659–1672.
- James, G. S. ( 1951). The comparison of several groups of observations when the ratios of the population variances are unknown. Biometrika 38(3–4):324–329.
- Krishnamoorthy, K., Mathew, T. ( 2003). Inferences on the means of lognormal distributions using generalized p-values and generalized confidence intervals. Journal of Statistical Planning and Inference 115(1):103–121.
- Li, X. ( 2009). A generalized p-value approach for comparing the means of several log-normal populations. Statistics & Probability Letters 79(11):1404–1408.
- Pal, N., Lim, W., Ling, C. ( 2007). A computational approach to statistical inferences. Journal of Applied Probability and Statistics 2(1):13–35.
- Tian, L., Wu, J. ( 2007). Inferences on the common mean of several log-normal populations: The generalized variable approach. Biometrical Journal 49(6):944–951.
- Welch, B. L. ( 1951). On the comparison of several mean values: An alternative approach. Biometrika 38(3–4):330–336.
- Wu, J., Jiang, G., Wong, A. C., Sun, X. ( 2002). Likelihood analysis for the ratio of means of two independent log-normal distributions. Biometrics 58(2):463–469.
- Zhou, X. H., Gao, S., Hui, S. L. ( 1997). Methods for comparing the means of two independent log-normal samples. Biometrics 53(3):1129–1135.