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[PDF] Top 20 Escape from a chaotic attractor with fractal basin boundaries

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Escape from a chaotic attractor with fractal basin boundaries

Escape from a chaotic attractor with fractal basin boundaries

... probable escape path (MPEP) from the CA that approaches an accessible orbit on the fractal ...of escape paths inside the fractal basin is briefly ... See full document

6

Fluctuational escape from chaotic attractors

Fluctuational escape from chaotic attractors

... stems from the complexity of the system dynamics near a CA and in general near boundaries, which may be ...with fractal basin ...6] from the microscopic to the macroscopic equations of ... See full document

11

Fluctuational escape from chaotic attractors in multistable systems

Fluctuational escape from chaotic attractors in multistable systems

... of chaotic flows and maps, there exists a unique most probable path along which the system escapes from the basin of attraction of a chaotic ...for escape over both regular and ... See full document

16

Noise induced escape from different types of chaotic attractor

Noise induced escape from different types of chaotic attractor

... noise-induced escape from a chaotic attractor 1]. Chaotic systems are widespread in nature, and the study of their dynamics in the presence of uctuations is both of fundamen- tal ... See full document

6

Noise induced escape from different types of chaotic attractor

Noise induced escape from different types of chaotic attractor

... The prehistory of escape from the Lorenz attractor is defined by stable and unstable manifolds of the saddle center point, and the escape itself consists of crossing the saddle cycle sur[r] ... See full document

8

Optimal fluctuations and the control of chaos

Optimal fluctuations and the control of chaos

... needed from Hamiltonian fluctuation theory are introduced and it is shown for a given model that the Hamiltonian systems arising in the analysis of both the problem of fluctuational escape and the prob- lem ... See full document

39

Fluctuational transitions across locally disconnected and locally connected fractal basin boundaries

Fluctuational transitions across locally disconnected and locally connected fractal basin boundaries

... optimal escape path, we use exactly the same technique as in the case of the LD FBB, ...seen from this figure, the system (4) leaves the stable point O at the origin along the unique optimal escape ... See full document

8

Fluctuational transitions across different kinds of fractal basin boundaries

Fluctuational transitions across different kinds of fractal basin boundaries

... that escape takes place at an accessible point on the basin boundary, and the procedures used for minimization of the activation en- ergy are ...noise-induced escape from a periodic ... See full document

10

Fluctuational transitions in periodically driven nonlinear oscillators

Fluctuational transitions in periodically driven nonlinear oscillators

... with chaotic behaviour [1,2] including e.g. a demonstration of chaotic features in a purely stochastic Kramers oscillator [3], the phenomena of both noise-induced instability [4] and noise-induced order ... See full document

12

Noise induced escape from the Lorenz attractor

Noise induced escape from the Lorenz attractor

... noise-induced escape from a non-hyperbolic [18] chaotic attractor in a non-autonomous nonlinear oscillator [10, ...noise-induced escape from a quasi-hyperbolic [18] ... See full document

7

Cycling Chaos: Its Creation, Persistence and Loss of Stability in a Model of Nonlinear Magnetoconvection

Cycling Chaos: Its Creation, Persistence and Loss of Stability in a Model of Nonlinear Magnetoconvection

... transition from stable two-dimensional to fully three-dimensional ...vertical boundaries and idealised boundary conditions on horizontal ...change from a chaotically varying two-dimensional ow (with ... See full document

33

On the Computation of the Hausdorff Dimension of the Walrasian Economy: Addendum

On the Computation of the Hausdorff Dimension of the Walrasian Economy: Addendum

... stretch from the smallest copy with dilatation factors,  = 1, 2, 4, ...Therefore, from 3 variables, statements about uniqueness and asymptotic stability can be generalized to n-1 dimen- ... See full document

15

Robust exponential attractors for a parabolic–hyperbolic phase-field system

Robust exponential attractors for a parabolic–hyperbolic phase-field system

... of fractal dimensional global attractor and, moreover, the dynamics of the global attrac- tor converges to that of the well known Cagilnap phase-field ... See full document

17

The Exponential Attractor for a Class of Kirchhoff Type Equations with Strongly Damped Terms and Source Terms

The Exponential Attractor for a Class of Kirchhoff Type Equations with Strongly Damped Terms and Source Terms

... u − ∆ + β u α u − φ ∇ u ∆ + u g u = f x . (4) They obtained the exponential attractors and inertial manifolds for above equ- ation. In addition, Yunlong Gao et al. also made their own contribution to the research of the ... See full document

13

Chaos, strange attractors and bifurcations in dissipative dynamical systems

Chaos, strange attractors and bifurcations in dissipative dynamical systems

... attraator used to describe these attractors on which the motion appeared chaotic, was coined by Ruelle and Takens, who independently proposed strange attractor behaviour as a model of fl[r] ... See full document

188

Application of Low Pressure N2 Adsorption on Shale Nanoscale Pore Structure: Examples from the Permian Shanxi Formation of Transitional Facies Shale

Application of Low Pressure N2 Adsorption on Shale Nanoscale Pore Structure: Examples from the Permian Shanxi Formation of Transitional Facies Shale

... between fractal dimension and burial depth (Figure 6d). The fractal dimension of pore has a weakly positive correlation with ...the fractal dimension presents an increasing trend with the increase of ... See full document

8

SECURE ROUTING IN MANET USING ASYMMETRIC GRAPHS

SECURE ROUTING IN MANET USING ASYMMETRIC GRAPHS

... Particle swarm optimization algorithm (Particle Swarm Optimization), referred to as PSO, is a newly developed evolutionary algorithm, and its thought originated from birds, fish and other groups foraging behavior. ... See full document

6

On the Well Posedness and Refined Estimates for the Global Attractor of the TYC Model

On the Well Posedness and Refined Estimates for the Global Attractor of the TYC Model

... We have demonstrated thus far that the Trojan Y Chromosome model is well posed. We have also shown there exists a global attractor for the system. This validate the TYC strategy as an effective means of eradication ... See full document

29

Chaotic Fractal Tiling for the Missing Dark Energy and Veneziano Model

Chaotic Fractal Tiling for the Missing Dark Energy and Veneziano Model

... The formula for the quantum amplitude of the Veneziano dual resonance model is shown to be formally analogous to the dimensionality of a K-theoretical fractal quotient manifold of the non-commutative geometrical ... See full document

8

Hausdorff Dimension and Fractal Dimension of the Global Attractor for the Higher Order Coupled Kirchhoff Type Equations

Hausdorff Dimension and Fractal Dimension of the Global Attractor for the Higher Order Coupled Kirchhoff Type Equations

... DOI: 10.4236/jamp.2017.512197 2413 Journal of Applied Mathematics and Physics attractors and the existence of a fractal exponential attractor with non-supercritical and critical cases by Guoguang Lin and ... See full document

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