Titlebook: Nonlinear Dynamics of Electronic Systems; 22nd International C Valeri M. Mladenov,Plamen Ch. Ivanov Conference proceedings 2014 Springer In

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Constantin-Vlad Suru,Cristina Alexandra Patrascu,Mihaita Linca

Lumbar-Stenosis

,Poincaré Recurrences Near the Critical Point of Feigenbaum Attractor Birth,aum attractor birth. It is shown for two one-dimensional maps that the Afraimovich–Pesin dimension abruptly increases at the critical point. This indicates that this point is singular and requires a special theoretical analysis.

使絕緣

不透氣

A Study on Performance Improvement of Natural Synchronization Scheme Base on Noise-Induced Synchronsynchronization. In our previous researches, we have shown that the nonlinear oscillators synchronize even by adding natural environmental noise or fluctuations. Because the natural fluctuations, such as temperature, humidity and sounds, measured by the sensors located in nearby have high cross-corr

Cardioversion

庇護

A Stability Analysis Method for Period-1 Solution in Two-Mass Impact Oscillator,nd its solution. Next, we define the Poincaré map and then we derive derivative of the Poincaré map. In particular, we explain the elements of the Jacobian matrix to perform the stability analysis numerically. Finally, we apply this method to a simple two-mass impact oscillator and confirm its valid

motor-unit

Manifold Piecewise Linear Chaotic System on Cylinder and Super Expanding Chaos,ntinuous flow on the cylinder with hysteresis switching and the trajectories do not diverge. This system can exhibit super expanding chaos characterized by very large positive Lyapunov exponent. The dynamics is integrated into a piecewise linear one-dimensional return map and chaos generation is gua

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AROMA

A Collision PSO for Search of Periodic Points,blem evaluated by plural cost function with logical operation. The PSO can use inter-particle collision that can be effective to avoid trapping into partial/local solutions. Performing basic numerical experiments, we investigate the algorithm capability.

革新

Minimum Description Length Principle for Fat-Tailed Distributions,tail distributions. Non-normality is hard to model, but also hard to detect (model selection). The problem is exacerbated by the varying complexity of the models, i.e. their propensity to overfit..The Minimum Description Length principle applies Shannon’s information theory in statistical enquiry to