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Showing 1 to 6 of 6 for “"STRANGE ATTRACTOR"”.
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Hopf Bifurcations and Horseshoes Especially Applied to the Brusselator
… of a horseshoe in the time map as well as a strange attractor in the system.
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"Strange Attractors" for orchestra
In mathematics, a strange attractor is a self-referencing, dynamical system which evolves over time into a subtle, complex pattern. It walks a fine line between complete regularity and utter chaos, never repeating itself exactly but always cyclically haunting the same paths. Like these transient …
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Investigation into the Local and Global Bifurcations of the Whirling Planar Pendulum
… suggest chaotic motion through the appearance of strange attractors in the Poincaré maps. Additionally, evidence of the WPP system experiencing both types of chaos simultaneously was found, resulting in a merger of two distinct types of strange attractor.
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New methods for sensitivity analysis of chaotic dynamical systems
… forms a probability density function on the strange attractor associated with the system and uses its adjoint to find gradients. This was achieved using a novel numerical method in which the attractor manifold, instead of a region of phase space, is discretized. The second method, the Least …
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A Study of Dynamical and Emission Variabilities in Pulsars
… information, and to search for evidence of a strange attractor within these frequency derivative time series. We demonstrate the effectiveness of our methods by applying them to a component of the Lorenz and Rossler attractors that were sampled with similar cadence to the pulsar time series. …
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ΓΕΝΙΚΑ ΚΑΙ ΤΟΠΙΚΑ ΧΑΡΑΚΤΗΡΙΣΤΙΚΑ ΤΗΣ ΧΑΟΤΙΚΗΣ ΔΟΜΗΣ ΘΑΛΑΣΣΙΩΝ ΔΥΝΑΜΙΚΩΝ ΣΥΣΤΗΜΑΤΩΝ
… ESTIMATE THE DIMENSION OF THE UNDERLYING SYSTEM ATTRACTOR AND WE COMPUTE ITS LYAPUNOV EXPONENTS. DIMENSION ESTIMATES INDICATE THAT THE DYNAMICS CAN BE EXPLAINED BY A LOW- DIMENSIONAL DETERMINISTIC DYNAMICAL SYSTEM. LYAPUNOV EXPONENT ESTIMATES FURTHER SUBSTANTIATE THEABOVE CONCLUSION WHILE AT THE …