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Stationary and non-stationary stochastic response of linear fractional viscoelastic systems
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(1987)Stochastic Differential Equations—An Introduction With Applications (2006)Random Vibration of Systems with Frequency-Dependent Parameters or Fractional Derivatives (1997)Waiting-times and returns in high-frequency financial data: an empirical study (2002)Stochastic response determination of nonlinear oscillators with fractional derivatives elements via the Wiener path integral (2014)Stochastic Differential Equations (2003)Stochastic Dynamics of Structures (2009)Nonlinear stochastic dynamics of an array of coupled micromechanical oscillators (2023)Stochastic dynamic response analysis based on reduced dimension probability evolution equation under additive Gaussian white noise (2025)Probabilistic Theory of Structural Dynamics (1976)Operator norm-based determination of failure probability of nonlinear oscillators with fractional derivative elements subject to imprecise stationary Gaussian loads (2023)Path integration method based on a decoupling probability mapping for fast solving the stochastic response of dynamical systems (2023)An extrapolation approach within the Wiener path integral technique for efficient stochastic response determination of nonlinear systems (2024)Stochastic Linearization in Structural Dynamics (1988)Benchmark solutions for stochastic dynamic responses of rectangular Mindlin plates (2022)
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Analysis of Fractional Viscoelastic Material With Mechanical Parameters Dependent on Random Temperature
12 cited
  • 2023A Reduced-Order Wiener Path Integral Formalism for Determining the Stochastic Response of Nonlinear Systems With Fractional Derivative Elements10 cited