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A new general law of deformation
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A new general law of deformation (1921)A new general law of deformationStochastic response determination of multi-dimensional nonlinear systems endowed with fractional derivative elements by the GE-GDEE (2022)Stochastic response determina…Random Vibrations of Nonlinear Continua Endowed with Fractional Derivative Elements (2017)Random Vibrations of Nonlinea…Nonlinear random vibrations of plates endowed with fractional derivative elements (2017)Nonlinear random vibrations o…Approximate survival probability determination of hysteretic systems with fractional derivative elements (2017)Approximate survival probabil…Analysis of Fractional Viscoelastic Material With Mechanical Parameters Dependent on Random Temperature (2017)Analysis of Fractional Viscoe…Galerkin Scheme-Based Determination of Survival Probability of Oscillators With Fractional Derivative Elements (2016)Galerkin Scheme-Based Determi…Stochastic response determination of nonlinear oscillators with fractional derivatives elements via the Wiener path integral (2014)Stochastic response determina…Nonlinear Random Vibrations of Beams with Fractional Derivative Elements (2014)Nonlinear Random Vibrations o…Random vibration and statistical linearization (1990)Random vibration and statistical linearization (1990)Simulation of Stochastic Processes by Spectral Representation (1991)Response of nonlinear oscillators with fractional derivative elements under evolutionary stochastic excitations: A Path Integral approach based on Laplace’s method of integration (2022)Random Vibration of Mechanical and Structural Systems (1992)Simulation and the Monte Carlo Method (2007)Stochastic Dynamics of Structures (2009)An Efficient Wiener Path Integral Technique Formulation for Stochastic Response Determination of Nonlinear MDOF Systems (2015)Stochastic dynamic response and reliability assessment of controlled structures with fractional derivative model of viscoelastic dampers (2015)Stochastic averaging: An approximate method of solving random vibration problems (1986)A time-variant extreme-value event evolution method for time-variant reliability analysis (2019)Stationary and non-stationary stochastic response of linear fractional viscoelastic systems (2011)Random Vibration of Systems with Frequency-Dependent Parameters or Fractional Derivatives (1997)Response and First-Passage Statistics of Nonlinear Oscillators via a Numerical Path Integral Approach (2012)Efficient path integral approach via analytical asymptotic expansion for nonlinear systems under Gaussian white noise (2024)Response statistics of nonlinear, compliant offshore structures by the path integral solution method (1993)Probabilistic response determination of high-dimensional nonlinear dynamical systems enforced by parametric multiple Poisson white noises (2024)Efficient stochastic response analysis of high-dimensional nonlinear systems subject to multiplicative noise via the DR-PDEE (2025)First excursion probability of dynamical systems: A review on computational methods (2025)Benchmark solutions for stochastic dynamic responses of rectangular Mindlin plates (2022)
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  • 2014Stochastic response determination of nonlinear oscillators with fractional derivatives elements via the Wiener path integral128 cited
  • 2016Galerkin Scheme-Based Determination of Survival Probability of Oscillators With Fractional Derivative Elements72 cited
  • 2017Approximate survival probability determination of hysteretic systems with fractional derivative elements72 cited
  • 2014Nonlinear Random Vibrations of Beams with Fractional Derivative Elements55 cited
  • 2022Stochastic response determination of multi-dimensional nonlinear systems endowed with fractional derivative elements by the GE-GDEE36 cited
  • 2017Nonlinear random vibrations of plates endowed with fractional derivative elements28 cited
  • 2017Random Vibrations of Nonlinear Continua Endowed with Fractional Derivative Elements14 cited
  • 2017Analysis of Fractional Viscoelastic Material With Mechanical Parameters Dependent on Random Temperature12 cited

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