B Wang, H Jahanshahi, S Bekiros, YM Chu… - Fractals, 2021 - World Scientific
This paper introduces a fractional-order financial risk system for the first time. Employing well- known tools and analyses such as bifurcations diagrams and spectral entropy, the …
Derived from Lorenz-Haken equations, this paper presents a new 4D chaotic laser system with three equilibria and only two quadratic nonlinearities. Dynamics analysis, including …
We propose a noise-assisted tumor-immune system based on the Wiener process. Stochastic sensitivity and chaos both are studied with the variations of noise strengths. The …
The aim of this report is to investigate an adaptive synchronization (AS) for the general class of complex hyperchaotic models with unknown parameters and a new algorithm to achieve …
This paper proposes an M-dimensional nonlinear hyperchaotic model (M-NHM) for producing new discrete-time systems with complex hyperchaotic behaviors. The M-NHM is …
H Zang, X Zhao, X Wei - Nonlinear Dynamics, 2022 - Springer
Generating pseudorandom numbers with good statistical performance based on chaotic maps has become a topic of interest in chaotic cryptography. Several high-order polynomial …
M Demir, NJ McNeese, NJ Cooke - Advances in Human Factors in Robots …, 2018 - Springer
Abstract In Human-Autonomy Teaming (HAT), the development of a highly autonomous agent as a team member is difficult. Similar to human-human teaming, there are multiple …
S He, S Mukherjee - The European Physical Journal Special Topics, 2022 - Springer
We investigate the effect of noise in an epidemic system. We have studied dynamics and complexity for both the deterministic and its noise-induced model. We have verified the …
B Yan, S Mukherjee, A Saha - The European Physical Journal Special …, 2021 - Springer
We investigate dynamical changes and its corresponding phase space complexity in a stochastic red blood cell system. The system is obtained by incorporating power noise with …