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Dynamical analysis, circuit implementation, and simultaneous application of a novel four-dimensional hyperchaotic system based on cosine functions
J Zhang, J Hou, L Xu, X Zhu, Q **e - Microelectronic Engineering, 2023 - Elsevier
In this paper, based on the Jerk system, a novel four-dimensional hyperchaotic system
containing five parametric constants, four variables, and a nonlinear term for a multi-vortex …
containing five parametric constants, four variables, and a nonlinear term for a multi-vortex …
A new 4-D multi-stable hyperchaotic system with no balance point: Bifurcation analysis, circuit simulation, FPGA realization and image cryptosystem
In this work, we describe the model of a new 4-D hyperchaotic system with no balance point
and deduce that the new hyperchaotic system has a hidden attractor. We present a detailed …
and deduce that the new hyperchaotic system has a hidden attractor. We present a detailed …
Chaos in a pendulum adaptive frequency oscillator circuit experiment
Adaptive oscillators can learn and encode information in dynamic, plastic states. The
pendulum has recently been proposed as the base oscillator of an adaptive system. In a …
pendulum has recently been proposed as the base oscillator of an adaptive system. In a …
Exploring the sensitivity of river flow patterns to meteorological drought using multifractal and cross-correlation applications
Climate change has impacted both the duration and intensity of droughts during the past
decades. Rivers are valuable resources that are sensitive to alterations owing to droughts …
decades. Rivers are valuable resources that are sensitive to alterations owing to droughts …
Global history, the emergence of chaos and inducing sustainability in networks of socio-ecological systems
In this study, we propose a simplified model of a socio-environmental system that accounts
for population, resources, and wealth, with a quadratic population contribution in the …
for population, resources, and wealth, with a quadratic population contribution in the …
[HTML][HTML] Leonid Shilnikov and mathematical theory of dynamical chaos
This Focus Issue “Global Bifurcations, Chaos, and Hyperchaos: Theory and Applications” is
dedicated to the 85th anniversary of the great mathematician, one of the founding fathers of …
dedicated to the 85th anniversary of the great mathematician, one of the founding fathers of …
Rotobreathers in a chain of coupled elastic rotators
AV Savin, IR Sunagatova, SV Dmitriev - Physical Review E, 2021 - APS
Rotobreathers in the chain of coupled linearly elastic rotators are analyzed. Each rotator is a
particle connected by a massless elastic rod with a frictionless pivot; it has two degrees of …
particle connected by a massless elastic rod with a frictionless pivot; it has two degrees of …
Multi-parameter analysis of transition from conservative to dissipative behaviors for a reversible dynamic system
In this paper, an existing reversible system is reviewed. First, the energy of the system is
analyzed, and a numerical derivation finds that the system satisfies energy-conservative if …
analyzed, and a numerical derivation finds that the system satisfies energy-conservative if …
[PDF][PDF] Leonid Shilnikov 和动力学混沌的数学理论
S Gonchenko, A Kazakov, D Turaev - mashqliu.com
焦点问题“全局分岔, 混沌和超混沌: 理论和应用” 是为了纪念Leonid Pavlovich Shilnikov
这位伟大的数学家诞辰85 周年, 他是动力学混沌理论的创始人之一. 他的作品决定性地影响了非 …
这位伟大的数学家诞辰85 周年, 他是动力学混沌理论的创始人之一. 他的作品决定性地影响了非 …
Leonid Shilnikov and mathematical theory of dynamical chaos
arxiv:2112.02423v2 [math.DS] 11 Dec 2021 Page 1 Leonid Shilnikov and mathematical theory
of dynamical chaos Leonid Shilnikov and mathematical theory of dynamical chaos Sergey …
of dynamical chaos Leonid Shilnikov and mathematical theory of dynamical chaos Sergey …