Adaptive estimation for statistical moments of response based on the exact dimension reduction method in terms of vector

References

Page 1

	Year	Citations
Remarks on a Multivariate Transformation Murray Rosenblatt The Annals of Mathematical Statistics Multivariate TransformationMultivariate ApproximationFunctional AnalysisMultivariate AnalysisIntegral Transform	1952	2.8K
Multivariate distribution models with prescribed marginals and covariances Pei-Ling Liu, Armen Der Kiureghian Probabilistic Engineering Mechanics BusinessStatistical InferenceMultivariate Distribution ModelsMultivariate AnalysisStatistics	1986	941
Point estimates for probability moments Emilio Rosenbluéth Proceedings of the National Academy of Sciences Large DeviationsPoint EstimatesSeveral VariablesEngineeringSecond-moment Approximations	1975	860
A univariate dimension-reduction method for multi-dimensional integration in stochastic mechanics Sharif Rahman, Hao Xu Probabilistic Engineering Mechanics Numerical AnalysisEngineeringUnivariate Dimension-reduction MethodNatural SciencesHigher Dimensional Problem	2004	562
Two-point estimates in probabilities Emilio Rosenbluéth Applied Mathematical Modelling Mathematical ProgrammingTwo-point EstimatesEngineeringImprecise ProbabilityProbabilistic Analysis	1981	437
A generalized dimension‐reduction method for multidimensional integration in stochastic mechanics Hao Xu, Sharif Rahman International Journal for Numerical Methods in Engineering Numerical AnalysisFinite Element MethodNumerical ComputationEngineeringRandom Matrices	2004	436
New Point Estimates for Probability Moments Yan‐Gang Zhao, Tetsuro Ono Journal of Engineering Mechanics Point EstimatesProbability MomentsEngineeringNew Point EstimatesEstimation Statistic	2000	267
Probabilistic estimates for multivariate analyses Milton E. Harr Applied Mathematical Modelling Multivariate AnalysesMultidimensional AnalysisStatistical InferenceMultivariate AnalysisStatistics	1989	224
Nataf transformation based point estimate method Hongshuang Li, Zhenzhou Lü, Xiukai Yuan Science Bulletin Numerical AnalysisNumerical ComputationEngineeringApproximation TheoryInverse Problems	2008	177
Bayesian sparse polynomial chaos expansion for global sensitivity analysis Qian Shao, Anis Younès, Marwan Fahs, Computer Methods in Applied Mechanics and Engineering EngineeringChaos TheoryUncertainty QuantificationHigh-dimensional ChaosSensitivity Analysis	2017	129

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