Search Results - "Sprott, J. C."

A New Chaotic Jerk Circuit by Sprott, J C

“…Much recent interest has been given to simple chaotic oscillators based on jerk equations that involve a third-time derivative of a single scalar variable. The…”
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Simple Autonomous Chaotic Circuits by Piper, Jessica R, Sprott, J C

“…Over the last several decades, numerous electronic circuits exhibiting chaos have been proposed. Nonautonomous circuits with as few as two physical components…”
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Simple chaotic systems and circuits by Sprott, J. C.

“…Many new chaotic systems with algebraically simple representations are described. These systems involve a single third-order autonomous ordinary differential…”
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A new class of chaotic circuit by C. Sprott, J

“…A new class of chaotic electrical circuit using only resistors, capacitors, diodes, and inverting operational amplifiers is described. This circuit solves the…”
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Using Rate of Divergence as an Objective Measure to Differentiate between Voice Signal Types Based on the Amount of Disorder in the Signal by Calawerts, William M, Lin, Liyu, Sprott, J.C, Jiang, Jack J

“…Summary Objective/Hypothesis The purpose of this paper is to introduce the rate of divergence as an objective measure to differentiate between the four voice…”
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Chaotic flows with a single nonquadratic term by Li, Chunbiao, Sprott, J.C.

“…This paper addresses a previously unexplored regime of three-dimensional dissipative chaotic flows in which all but one of the nonlinearities are quadratic…”
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Some simple chaotic jerk functions by Sprott, J. C.

“…A numerical examination of third-order, one-dimensional, autonomous, ordinary differential equations with quadratic and cubic nonlinearities has uncovered a…”
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Amplitude control approach for chaotic signals by Li, Chunbiao, Sprott, J. C.

“…A general approach based on the introduction of a control function for constructing amplitude-controllable chaotic systems with quadratic nonlinearities is…”
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Elementary quadratic chaotic flows with no equilibria by Jafari, Sajad, Sprott, J.C., Hashemi Golpayegani, S. Mohammad Reza

“…Three methods are used to produce a catalog of seventeen elementary three-dimensional chaotic flows with quadratic nonlinearities that have the unusual feature…”
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A dynamical system with a strange attractor and invariant tori by Sprott, J.C.

“…This paper describes a simple three-dimensional time-reversible system of ODEs with quadratic nonlinearities and the unusual property that it is exhibits…”
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Finding coexisting attractors using amplitude control by Li, Chunbiao, Sprott, J. C.

“…Nonlinear dynamical systems often have multiple stable states and thus can harbor coexisting and hidden attractors that may pose an inconvenience or even…”
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Variants of the Nosé–Hoover oscillator by Sprott, J. C.

“…The Nosé–Hoover oscillator is a well-studied chaotic system originally proposed to model a harmonic oscillator in equilibrium with a heat bath at constant…”
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Simple chaotic 3D flows with surfaces of equilibria by Jafari, Sajad, Sprott, J. C., Pham, Viet-Thanh, Volos, Christos, Li, Chunbiao

“…Using a systematic computer search, twelve simple three-dimensional chaotic flows were found that have surfaces of equilibria. Although there are some…”
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A comparison of correlation and Lyapunov dimensions by Chlouverakis, Konstantinos E., Sprott, J.C.

“…This paper investigates the relation between the correlation ( D 2) and the Kaplan–Yorke dimension ( D KY) of three-dimensional chaotic flows. Besides the…”
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Can Lyapunov exponent predict critical transitions in biological systems? by Nazarimehr, Fahimeh, Jafari, Sajad, Hashemi Golpayegani, Seyed Mohammad Reza, Sprott, J. C.

“…Transitions from one dynamical regime to another one are observed in many complex systems, especially biological ones. It is possible that even a slight…”
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Generalization of the simplest autonomous chaotic system by Munmuangsaen, Buncha, Srisuchinwong, Banlue, Sprott, J.C.

“…An extensive numerical search of jerk systems of the form x⃛+x¨+x=f(x˙) revealed many cases with chaotic solutions in addition to the one with f(x˙)=±x˙2 that…”
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Sentiment-driven limit cycles and chaos by Gomes, Orlando, Sprott, J. C.

“…A recent strand of macroeconomic literature has placed sentiment fluctuations at the forefront of the academic debate about the foundations of business cycles…”
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NARX prediction of some rare chaotic flows: Recurrent fuzzy functions approach by Goudarzi, Sobhan, Jafari, Sajad, Moradi, Mohammad Hassan, Sprott, J.C.

“…The nonlinear and dynamic accommodating capability of time domain models makes them a useful representation of chaotic time series for analysis, modeling and…”
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Amplitude control approach for chaotic signals by Li, Chunbiao, Sprott, J. C.

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Hyperchaos and hyperchaos control of the sinusoidally forced simplified Lorenz system by Sun, Keihui, Liu, Xuan, Zhu, Congxu, Sprott, J. C.

“…This paper analyzes the hyperchaotic behaviors of the newly presented simplified Lorenz system by using a sinusoidal parameter variation and hyperchaos control…”
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