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A GRU-based ensemble learning method for time-variant uncertain structural response analysis
16 references·6 citing·48 second hop
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References

  • 1972Digital simulation of random processes and its applications1,663 cited
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  • 2014Review and application of Artificial Neural Networks models in reliability analysis of steel structures392 cited
  • 2004Reliability of structures in high dimensions, part I: algorithms and applications370 cited
  • 1987Guinness, Gosset, Fisher, and Small Samples338 cited
  • 2008Monte Carlo Methods for Estimating the Extreme Response of Dynamical Systems157 cited
  • 2004On the accuracy of the polynomial chaos approximation140 cited
  • 2020An active learning method combining deep neural network and weighted sampling for structural reliability analysis128 cited
  • 1993Combination of probabilistic and convex models of uncertainty when scarce knowledge is present on acoustic excitation parameters126 cited
  • 2006Developments in stochastic structural mechanics123 cited
  • 2002Non-Gaussian simulation using Hermite polynomial expansion: convergences and algorithms122 cited
  • 2015Modeling strongly non-Gaussian non-stationary stochastic processes using the Iterative Translation Approximation Method and Karhunen–Loève expansion93 cited
  • 2012Piecewise polynomial chaos expansion with an application to brake squeal of a linear brake system91 cited
  • 2013Hybrid uncertain analysis for structural–acoustic problem with random and interval parameters

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62 cited
  • 2021Efficient reliability analysis based on deep learning-enhanced surrogate modelling and probability density evolution method58 cited
  • 2014Hybrid uncertain analysis for steady-state heat conduction with random and interval parameters56 cited
  • Cited by

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    • 2022Time-Variant Reliability Analysis for a Complex System Based on Active-Learning Kriging Model23 cited
    • 2024Reliability-based robust optimization design for tolerance of aerospace thin-walled components based on surrogate model22 cited
    • 2023A bivariate subinterval method for dynamic analysis of mechanical systems with interval uncertain parameters14 cited