Results 251 to 260 of about 83,235 (283)
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Basins of attraction near homoclinic tangencies
Ergodic Theory and Dynamical Systems, 1994AbstractWe describe the behaviour of the basin of attraction of the attracting periodic points which appear near a non-degenerate tangential homoclinic point of a dissipative saddle fixed point for one-parameter families of planar diffeomorphisms.
Tatjer, J. C., Simó, C.
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2009
Historically, simple models may have helped to lull some ecologists into thinking either that (i) models are useless because they do not reflect the natural world, or (ii) the natural world is highly predictable.1 Here we investigate how simple models can create unpredictable outcomes, in models of Lotka–Volterra competition, resource competition, and ...
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Historically, simple models may have helped to lull some ecologists into thinking either that (i) models are useless because they do not reflect the natural world, or (ii) the natural world is highly predictable.1 Here we investigate how simple models can create unpredictable outcomes, in models of Lotka–Volterra competition, resource competition, and ...
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INTERTWINED BASINS OF ATTRACTION IN PLANAR SYSTEMS
International Journal of Bifurcation and Chaos, 2009In this paper, we investigate the intertwined basins of attraction. Using a general definition, we discuss the local intertwining properties and present an easy condition to guarantee the existence of intertwined basins for planar dynamical systems.
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Basins of attraction in piecewise smooth Hamiltonian systems
Physical Review E, 2005Piecewise smooth Hamiltonian systems arise in physical and engineering applications. For such a system typically an infinite number of quasi-periodic "attractors" coexist. (Here we use the term "attractors" to indicate invariant sets to which typically initial conditions approach, as a result of the piecewise smoothness of the underlying system. These "
Ying-Cheng, Lai +2 more
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Basins of Attraction for Generative Justice
2014It has long been known that dynamic systems typically tend towards some state – an “attractor” – into which they finally settle. The introduction of chaos theory has modified our understanding of these attractors: we no longer think of the final “resting state” as necessarily being at rest.
Ron Eglash, Colin Garvey
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Tectonic evolution of the Sichuan Basin, Southwest China
Earth-Science Reviews, 2021Shugen Liu, Bin Deng, Zhiwu Li
exaly
Basins of Attraction in Disordered Networks
1992Abstract An explicit portrait of basins of attraction in disordered cellular automata networks are accessible for the first time. Such networks are discrete generalisations of connectionist models. Basin of attraction (fields) may serve as the basis of a mind model, and sculpting basin fields may offer a new approach for brain-like computation.
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