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Responses of stochastic dynamical systems by the generalized cell mapping method with deep learning
1 references·1 citing·10 second hop
Responses of stochastic dynamical systems by the generalized cell mapping method with deep learning (2022)Responses of stochastic dynamical systems…Non-stationary response of MDOF dynamical systems under combined Gaussian and Poisson white noises by the generalized cell mapping method (2019)Non-stationary response of MD…Dimension-reduced Chapman-Kolmogorov equation for high-dimensional stochastic dynamical systems (2025)Dimension-reduced Chapman-Kol…Non-gaussian closure for random vibration of non-linear oscillators (1980)The Generalized Cell Mapping Method in Nonlinear Random Vibration Based Upon Short-Time Gaussian Approximation (1990)An analytical Wiener path integral technique for non-stationary response determination of nonlinear oscillators (2011)Path Integral approach via Laplace’s method of integration for nonstationary response of nonlinear systems (2019)Reliability of dynamical systems with combined Gaussian and Poisson white noise via path integral method (2022)Efficient path integral approach via analytical asymptotic expansion for nonlinear systems under Gaussian white noise (2024)Stochastic averaging: An approximate method of solving random vibration problems (1986)On the numerical solution of the Fokker-Planck equation for nonlinear stochastic systems (1993)The principle of preservation of probability and the generalized density evolution equation (2006)An exponential-spectral mapping method for solving probability density evolution equations of stochastic dynamical systems (2025)
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References

  • 2019Non-stationary response of MDOF dynamical systems under combined Gaussian and Poisson white noises by the generalized cell mapping method38 cited

Cited by

  • 2025Dimension-reduced Chapman-Kolmogorov equation for high-dimensional stochastic dynamical systems10 cited

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