Recent trends in chaotic, nonlinear ...
Awrejcewicz, J.

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  • Recent trends in chaotic, nonlinear and complex dynamics
  • Record Type: Electronic resources : Monograph/item
    Title/Author: Recent trends in chaotic, nonlinear and complex dynamics/ edited by Jan Awrejcewicz, Rajasekar Shanmuganathan, Minvydas Ragulskis.
    other author: Awrejcewicz, J.
    Published: Singapore :World Scientific, : c2022.,
    Description: 1 online resource (560 p.)
    [NT 15003449]: Preface -- New trends and recent advances : an introduction -- Fundamental results in nonlinear dynamics. Enhanced vibrational resonance by an amplitude-modulated force -- Generation of self-excited and hidden multiscroll attractors in multistable systems -- Dynamics of the dipole-segment with equal masses and arbitrary rotation -- The interaction of two vortices near a boundary in rotating stratified incompressible flows -- Modal asynchronicity in pre-stressed continuous simply-supported beams with transversal and rotational oscillators -- Weak decay of autocorrelations in periodic barrier billiards -- Stochastic dynamics, fractal structure analysis and numerical errors. Stochastic sensitivity analysis of noise-induced phenomena in discrete systems -- The role of noise in chaotic intermittency -- Fractal structures in a binary Schwarzschild black hole system --Characterizing fractal basin of attraction in planar switched systems -- Shadowing, errors, and exact orbits of quadratic maps -- Recent trends in applications of chaotic and complex systems. Electromechanical models of micro and nanoresonators -- The retina as a dynamical system -- Collective sustained oscillations in complex systems -- Stability of anti-bunched buses and local unidirectional Kuramoto oscillators -- Feedback delay as a control tool: the complex Ginzburg Landau equation with local and nonlocal delayed perturbations -- Nonlinear analysis and control of quasi-passive dynamic walker based on entrainment effect -- Physics-inspired swarm optimization: the general algorithmic search.
    Subject: Differentiable dynamical systems. -
    Online resource: https://www.worldscientific.com/worldscibooks/10.1142/11872#t=toc
    ISBN: 9789811221903
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