References
- AgrestiACoullBAApproximate is better than ‘exact’ for interval estimation of binomial proportionsThe American Statistician1998522119126
- BoxGDraperNEmpirical Model Building and Response Surfaces1987
- BrownLDCaiTTDasGuptaAInterval estimation for a binomial proportionStatistical Science2001162101133
- ChenEJMetamodels for estimating quantiles of systems with one controllable parameterSimulation200985530731710.1177/0037549708101954
- Crowley D, et al (2012). Aerodynamic surrogate modeling of variable geometry. 50th AIAA Aerospace Sciences Meeting including the New Horizons Forum and Aerospace Exposition, Nashville, TN, p. 6.
- DeLaurentis D, Mavris D, Calise A and Schrage D (1997). Generating dynamic models including uncertainty for use in aircraft conceptual design. AIAA Atmospheric Flight Mechanics Conference, New Orleans, LA, p. 3.
- EfronBTibshiraniRAn Introduction to the Bootstrap1993
- HoggRVTanisEAProbability of Statistical Inference2010
- LawAMSimulation Modeling & Analysis2007
- LawAMKeltonWDKoenigLWRelative width sequential confidence intervals for the meanCommunications in Statistics1981B101293910.1080/03610918108812190
- MacalCMNorthMJTutorial on agent-based modelling and simulationJournal of Simulation20104315116210.1057/jos.2010.3
- MooneyCDuvalRBootstrapping a Nonparametric Approach to Statistical Inference1993
- MyersRHMontgomeryDCResponse Surface Methodology2002
- Semini M, Fauske H and Strandhagen JO (2006). Applications of discrete-event simulation to support manuracturing logistics decision-making: A survey. 2006 Winter Simulation Conference, Monterey, CA.
- SheatherSJA Modern Approach to Regression with R2009
- WilsonEBProbable inference, the law of succession, and statistical inferenceJournal of American Statistical Association19272215820921210.1080/01621459.1927.10502953