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Reliability Analysis Using Second-Order Saddlepoint Approximation and Mixture Distributions
8 references·3 citing·45 second hop
Reliability Analysis Using Second-Order Saddlepoint Approximation and Mixture Distributions (2018)Reliability Analysis Using Second-Order S…Sequential time-dependent reliability analysis for the lower extremity exoskeleton under uncertainty (2017)Sequential time-dependent rel…Saddlepoint approximation reliability method for quadratic functions in normal variables (2017)Saddlepoint approximation rel…A new direct second-order reliability analysis method (2017)A new direct second-order rel…First Order Reliability Method With Truncated Random Variables (2012)First Order Reliability Metho…Probabilistic uncertainty analysis by mean-value first order Saddlepoint Approximation (2007)Probabilistic uncertainty ana…First Order Saddlepoint Approximation for Reliability Analysis (2004)First Order Saddlepoint Appro…A New Study on Reliability-Based Design Optimization (1999)A New Study on Reliability-Ba…Second‐Order Reliability Approximations (1987)Second‐Order Reliability Appr…Reliability analysis of excavator boom considering mixed uncertain variables (2020)Reliability analysis of excav…Gaussian mixture model for robust design optimization of planar steel frames (2020)Gaussian mixture model for ro…Dynamic Model-based Saddle-point Approximation for Reliability and Reliability-based Sensitivity Analysis (2020)Dynamic Model-based Saddle-po…A general procedure for first/second-order reliabilitymethod (FORM/SORM) (1999)Reliability-Based Design With the Mixture of Random and Interval Variables (2005)Unified Uncertainty Analysis by the First Order Reliability Method (2008)A sampling-based method for high-dimensional time-variant reliability analysis (2019)An active-learning method based on multi-fidelity Kriging model for structural reliability analysis (2020)Efficient adaptive Kriging-based reliability analysis combining new learning function and error-based stopping criterion (2020)Exact and Invariant Second-Moment Code Format (1974)A Comparison of Three Methods for Selecting Values of Input Variables in the Analysis of Output from a Computer Code (1979)A Comparison of Three Methods for Selecting Values of Input Variables in the Analysis of Output from a Computer Code (2000)A Second-Order Reliability Method With First-Order Efficiency (2010)A Sampling Approach to Extreme Value Distribution for Time-Dependent Reliability Analysis (2013)Narrow Reliability Bounds for Structural Systems (1979)Non-Normal Dependent Vectors in Structural Safety (1981)Structural Reliability under Incomplete Probability Information (1986)The stochastic finite element method in structural reliability (1987)The stochastic finite element method in structural reliability (1988)Simulation and the Monte Carlo Method (1981)Hybrid Analysis Method for Reliability-Based Design Optimization (2003)Methods of structural safety (2006)DAKOTA : a multilevel parallel object-oriented framework for design optimization, parameter estimation, uncertainty quantification, and sensitivity analysis. 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this work references cited by second hop

References

  • 1999A New Study on Reliability-Based Design Optimization988 cited
  • 1987Second‐Order Reliability Approximations583 cited
  • 2017A new direct second-order reliability analysis method190 cited
  • 2004First Order Saddlepoint Approximation for Reliability Analysis186 cited
  • 2007Probabilistic uncertainty analysis by mean-value first order Saddlepoint Approximation185 cited
  • 2012First Order Reliability Method With Truncated Random Variables91 cited
  • 2017Sequential time-dependent reliability analysis for the lower extremity exoskeleton under uncertainty71 cited
  • 2017Saddlepoint approximation reliability method for quadratic functions in normal variables56 cited

Cited by

  • 2020Dynamic Model-based Saddle-point Approximation for Reliability and Reliability-based Sensitivity Analysis22 cited
  • 2020Gaussian mixture model for robust design optimization of planar steel frames16 cited
  • 2020Reliability analysis of excavator boom considering mixed uncertain variables11 cited

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