[ספר][B] Introduction to mathematical modeling and chaotic dynamics
RK Upadhyay, SRK Iyengar - 2013 - books.google.com
Introduction to Mathematical Modeling and Chaotic Dynamics focuses on mathematical
models in natural systems, particularly ecological systems. Most of the models presented are …
models in natural systems, particularly ecological systems. Most of the models presented are …
Coexistence of hyperchaos with chaos and its control in a diode-bridge memristor based MLC circuit with experimental validation
This paper reports both the coexistence of chaos and hyperchaos and their control based on
a noninvasive temporal feedback method for attractor selection in a multistable non …
a noninvasive temporal feedback method for attractor selection in a multistable non …
Nonsmooth bifurcations, transient hyperchaos and hyperchaotic beats in a memristive Murali–Lakshmanan–Chua circuit
In this paper, a memristive Murali–Lakshmanan–Chua (MLC) circuit is built by replacing the
nonlinear element of an ordinary MLC circuit, namely the Chua's diode, with a three …
nonlinear element of an ordinary MLC circuit, namely the Chua's diode, with a three …
The hydra effect, bubbles, and chaos in a simple discrete population model with constant effort harvesting
We analyze the effects of a strategy of constant effort harvesting in the global dynamics of a
one-dimensional discrete population model that includes density-independent survivorship …
one-dimensional discrete population model that includes density-independent survivorship …
On the dynamics of chaotic circuits based on memristive diode-bridge with variable symmetry: A case study
It is widely accepted that for any physical system, symmetries are rarely exact. Therefore,
some symmetry imperfections must be always assumed to be present. The dynamics of …
some symmetry imperfections must be always assumed to be present. The dynamics of …
Complex dynamics in a memristive diode bridge-based MLC circuit: coexisting attractors and double-transient chaos
This paper uncovers some striking and new complex phenomena in a memristive diode
bridge-based Murali–Lakshmanan–Chua (MLC) circuit. These striking dynamical behaviors …
bridge-based Murali–Lakshmanan–Chua (MLC) circuit. These striking dynamical behaviors …
Bifurcation and route-to-chaos analyses for Mathieu–Duffing oscillator by the incremental harmonic balance method
Bifurcations and route to chaos of the Mathieu–Duffing oscillator are investigated by the
incremental harmonic balance (IHB) procedure. A new scheme for selecting the initial value …
incremental harmonic balance (IHB) procedure. A new scheme for selecting the initial value …
Broken symmetry and dynamics of a memristive diodes bridge-based Shinriki oscillator
J Ramadoss, J Kengne, ANK Telem… - Physica A: Statistical …, 2022 - Elsevier
We investigate the impact of a broken symmetry on the dynamics of the well-known Shinriki
oscillator. The broken symmetry is caused by the memristive diodes bridge with an …
oscillator. The broken symmetry is caused by the memristive diodes bridge with an …
Dynamics, analysis and implementation of a multiscroll memristor-based chaotic circuit
This article introduces a novel four-dimensional autonomous multiscroll chaotic circuit which
is derived from the actual simplest memristor-based chaotic circuit. A fourth circuit element …
is derived from the actual simplest memristor-based chaotic circuit. A fourth circuit element …
New 4D and 3D models of chaotic systems developed from the dynamic behavior of nuclear reactors
The complex, highly nonlinear dynamic behavior of nuclear reactors can be captured
qualitatively by novel four-dimensional (that is, fourth order) and three-dimensional (that is …
qualitatively by novel four-dimensional (that is, fourth order) and three-dimensional (that is …