Efron, B. Bootstrap methods: another look at the jackknife (with discussion). Ann Stat 1979, 7:1–26.

Efron, B, Tibshirani, RJ. An Introduction to the Bootstrap. Chapman and Hall; 1993.

Breiman, L. Random forests. Mach Learn 2001, 45: 5–32.

Efron, B. The Jackknife, the Bootstrap and Other Resampling Plans. National Science Foundation–Conference Board of the Mathematical Sciences Monograph 38. Philadelphia: Society for Industrial and Applied Mathematics; 1982.

Davison, A, Hinkley, D. Bootstrap Methods and Their Applications. Cambridge University Press; 1997.

Wu, CFJ. Jackknife, bootstrap, and other resampling methods in regression analysis (with discussion). Ann Stat 1986, 14:1261–1350.

Chambers, J, Hastie, T. Statistical Models in S. Pacific Grove, CA: Wadsworth; 1992.

Chambers, JM, Cleveland, WS, Kleiner, B, Tukey, PA. Graphical Methods for Data Analysis. Wadsworth; 1983.

Ruckstuhl, A, Stahel, W, Maechler, M, Hesterberg, T. Sunflower. Statlib. Available at: http://lib.stat.cmu.edu/S/sunflower. (Accessed 1995).

Hall, P. The Bootstrap and Edgeworth Expansion. New York: Springer; 1992.

Shao, J, Tu, D. The Jackknife and Bootstrap. New York: Springer‐Verlag; 1995.

Silverman, B, Young, G. The bootstrap: to smooth or not to smooth. Biometrika 1987, 74:469–479.

Hall, P, DiCiccio, T, Romano, J. On smoothing and the bootstrap. Ann Stat 1989, 17:692–704.

Efron, B. Better bootstrap confidence intervals (with discussion). J Am Stat Assoc 1987, 82:171–200.

Hesterberg, TC. %22Unbiasing the bootstrap‐bootknife sampling vs. smoothing%22. Proceedings of the Section on Statistics %26 the Environment. American Statistical Association; 2004, 2924–2930.

DiCiccio, TJ, Romano, JP. A review of bootstrap confidence intervals (with discussion). J R Stat Soc B 1988, 50:338–354.

Hall, P. Theoretical comparison of bootstrap confidence intervals (with discussion). Ann Stat 1988, 16:927–985.

DiCiccio, T, Efron, B. Bootstrap confidence intervals (with discussion). Stat Sci 1996, 11:189–228.

Efron, B. Nonparametric standard errors and confidence intervals. Can J Stat 1981, 9:139–172.

DiCiccio, TJ, Romano, JP. Nonparametric confidence limits by resampling methods and least favorable families. Int Stat Rev 1990, 58:59–76.

Hesterberg, TC. %22Bootstrap tilting confidence intervals and hypothesis tests%22. In: Berk, K, Pourahmadi, M, eds. Computer Science and Statistics: Proceedings of the 31st Symposium on the Interface, vol 31. Fairfax Station, VA: Interface Foundation of North America; 1999, 389–393.

Hesterberg, TC. Bootstrap tilting confidence intervals. Technical Report 84, Research Department, MathSoft, Inc.; 1999.

Hyndman, RJ, Fan, Y. Sample quantiles in statistical packages. Am Stat 1996, 50:361–364.

DiCiccio, T, Efron, B. More accurate confidence intervals in exponential families. Biometrika 1992, 79:231–245.

DiCiccio, TJ, Martin, MA, Young, GA. Analytic approximations to bootstrap distribution functions using saddlepoint methods. Technical Report 356, Department of Statistics, Stanford University; 1990.

Efron, B. Censored data and the bootstrap. J Am Stat Assoc 1981, 76:312–319.

Hinkley, DV. Bootstrap significance tests. Bull Int Stat Inst 1989, 53:65–74.

Owen, A. Empirical likelihood ratio confidence intervals for a single functional. Biometrika 1988, 75:237–249.

Embury, SH, Elias, L, Heller, PH, Hood, CE, Greenberg, PL, Schrier, SL. Remission maintenance therapy in acute myelogenous leukemia. West J Med 1977, 126: 267–272.

Insightful. S‐PLUS^{®} 8 Guide to Statistics. 1700 Westlake Ave N., Suite 500, Seattle; 2007.

Hesterberg, TC. %22Bootstrap tilting diagnostics%22. Proceedings of the Statistical Computing Section; 2001.

Hesterberg, TC. Resampling for planning clinical trials‐using S+Resample. Statistical Methods in Biopharmacy, Paris. Available at: http://home.comcast.net/ timhesterberg/articles/Paris05‐ResampleClinical.pdf . (Accessed 2011).

Hall, P, Presnell, B. Intentionally biased bootstrap methods. J R Stat Soc B 1999, 61:143–158.

Owen, A. Empirical Likelihood. Chapman %26 Hall/CRC Press; 2001.

Gleason, JR. Algorithms for balanced bootstrap simulations. Am St 1988, 42:263–266.

Therneau, TM. Variance reduction techniques for the bootstrap. Technical Report No. 200, PhD thesis, Department of Statistics, Stanford University; 1983.

Johns, MV. Importance sampling for bootstrap confidence intervals. J Am Stat Assoc 1988, 83:701–714.

Davison, AC. Discussion of paper by D. V. Hinkley. J R Stat Soc B 1986, 50:356–357.

Hesterberg, TC. Advances in importance sampling. PhD thesis, Statistics Department, Stanford University; 1988.

Hesterberg, TC. Weighted average importance sampling and defensive mixture distributions. Technometrics 1995, 37:185–194.

Davison, AC, Hinkley, DV, Schechtman, E. Efficient bootstrap simulation. Biometrika 1986, 73:555–566.

Efron, B. More efficient bootstrap computations. J Am Stat Assoc 1990, 85:79–89.

Hesterberg, TC. Control variates and importance sampling for efficient bootstrap simulations. Stat Comput 1996, 6:147–157.

Do, KA, Hall, P. Distribution estimation using concomitants of order statistics, with application to Monte Carlo simulations for the bootstrap. J R Stat Soc B 1992, 54:595–607.

Hesterberg, TC. Fast bootstrapping by combining importance sampling and concomitants. Computing Science and Statistics, 1997, 29:72–78.

Hesterberg, TC. Tail‐specific linear approximations for efficient bootstrap simulations. J Comput Graph Stat 1995, 4:113–133.

Do, KA, Hall, P. Quasi‐random sampling for the bootstrap. Stat Comput 1991, 1:13–22.

Tingley, M, Field, C. Small‐sample confidence intervals. J Am Stat Assoc 1990, 85:427–434.

Daniels, HE, Young, GA. Saddlepoint approximation for the studentized mean, with an application to the bootstrap. Biometrika 1991, 78:169–179.

Wang, S. General saddlepoint approximations in the bootstrap. Stat Prob Lett 1992, 13:61–66.

DiCiccio, TJ, Martin, MA, Young, GA. Analytical approximations to bootstrap distributions functions using saddlepoint methods. Stat Sin 1994, 4:281.

Canty, AJ, Davison, AC. %22Implementation of saddlepoint approximations to bootstrap distributions%22. In: Billard, L, Fisher, NI, eds. Computing Science and Statistics; Proceedings of the 28th Symposium on the Interface, vol 28. Fairfax Station, VA: Interface Foundation of North America; 1997, 248–253.

Hesterberg, TC. %22Bootstrap%22. In: D`Agostino, R, Sullivan, L, Massaro, J, eds. Wiley Encyclopedia of Clinical Trials. John Wiley %26 Sons; 2007.