This text provides an introduction to the exciting new developments in chaos and related
topics in nonlinear dynamics, including the detection and quantification of chaos in …

Semiclassical Physics Page 1 Page 2 Semiclassical Physics Page 3 Page 4 Semiclassical
Physics Matthias Brack University of Regensburg, Germany Raj at K. Bhaduri McMaster …

In this paper, two issues are addressed:(1) the applicability of the delay-coordinate
embedding method to transient chaotic time series analysis, and (2) the Hilbert transform …

This paper proposes two effective constraint schemes to address the stress-constrained
topology optimization of continuum structures. By considering the maximum stress measure …

This book presents a comprehensive overview of the research and latest developments in
the field of the dynamics of coupled and driven chaotic oscillators, aimed at a wide …

We present an analysis of the properties as well as the diverse applications and extensions
of the method of stabilisation transformation. This method was originally invented to detect …

The HL-RF algorithm of the first order reliability method (FORM) is a kind of popular iterative
algorithm for solving the reliability index in structural reliability analysis and reliability-based …

The efficiency and robustness are two important issues in First Order Reliability Method
(FORM). The Hasofer and Lind–Rackwitz and Fiessler (HL–RF) algorithm is widely used in …

This paper presents an isogeometric analysis (IGA) based design method to address the
stress-constrained topology optimization problem of plane stress and bending of thin plates …

Measurable dynamics has traditionally referred to ergodic theory, which is in some sense a
sister topic to dynamical systems and chaos theory. However, the topic has until recently …