This contribution presents a framework to address multiobjective reliability-based design
optimization problems involving structural dynamical systems under stochastic excitation. In …

A technique based on the concept of Wiener path integral (WPI) is developed for
determining approximately the joint response probability density function (PDF) of nonlinear …

Ever-increasing computational capabilities, novel signal processing techniques, advanced
experimental setups, and progress in emerging and transformative technologies (eg, nano …

A novel approximate approach is developed for determining, in a computationally efficient
manner, the peak response of nonlinear structural systems with fractional derivative …

A novel formalism of the Wiener path integral (WPI) technique for determining the stochastic
response of diverse dynamical systems is developed. It can be construed as a …

This contribution focuses on reliability-based design and optimum design sensitivity of linear
dynamical structural systems subject to Gaussian excitation. Directional Importance …

A technique based on the Wiener path integral (WPI) is developed for determining the
stochastic response of diverse nonlinear systems with fractional derivative elements …

In this paper, a computationally efficient approach is proposed for the determination of the
nonstationary response statistics of hysteretic oscillators endowed with fractional derivative …

The Wiener path integral (WPI) technique for determining the stochastic response of diverse
nonlinear systems is enhanced herein based on a Bayesian compressive sampling (CS) …

A statistical linearization method is proposed for determining the response moment of multi-
degree-of-freedom (MDOF) nonlinear systems, endowed with fractional elements and …