2009
DOI: 10.1063/1.3156832
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Introduction to Controversial Topics in Nonlinear Science: Is the Normal Heart Rate Chaotic?

Abstract: In June 2008, the editors of Chaos decided to institute a new section to appear from time to time that addresses timely and controversial topics related to nonlinear science. The first of these deals with the dynamical characterization of human heart rate variability. We asked authors to respond to the following questions: Is the normal heart rate chaotic? If the normal heart rate is not chaotic, is there some more appropriate term to characterize the fluctuations (e.g., scaling, fractal, multifractal)? How do… Show more

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Cited by 113 publications
(89 citation statements)
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“…This attempt to interpret variability "directly" in terms of physiological response effectiveness -via SDT below -also differs significantly from some current research approaches: the new field of "chaos theory"-related physiological variability assessment. This rapidly expanding field does indeed provide us with new metrics for variability phenomena (and has affected our analyses) [12]. However, this research area almost never relates the physiological response variability to the subject's requirements for environmental response (i.e.…”
mentioning
confidence: 99%
“…This attempt to interpret variability "directly" in terms of physiological response effectiveness -via SDT below -also differs significantly from some current research approaches: the new field of "chaos theory"-related physiological variability assessment. This rapidly expanding field does indeed provide us with new metrics for variability phenomena (and has affected our analyses) [12]. However, this research area almost never relates the physiological response variability to the subject's requirements for environmental response (i.e.…”
mentioning
confidence: 99%
“…In fact, the strongest evidence for chaotic behavior comes from situations in which there is a mathematical model for the dynamics that shows both periodic and chaotic dynamics as the parameters are varied [15]. The existence of chaotic dynamics can be ascertained if this mathematical model fulfils the following criteria: (i) it is deterministic (i.e., does not possess stochastic terms); (ii) its dynamics exhibit bifurcations consistent with the transition to chaos; (iii) embedding of the time series produced by the model shows evidence of a strange attractor; and (iv) it is able to predict experimentally observed chaos [64]. This process is top-down if it starts from strategy (1), or bottom-up if from strategy (2); both processes are possible and should be used.…”
Section: Reconstructing the Underlying Dynamics Of Complex Systemsmentioning
confidence: 99%
“…. non-periodic dynamics in deterministic systems with bounded dynamics and sensitive dependence to initial conditions'' [4,5,64]. In order to be bounded and unstable at the same time, the trajectory of a dissipative dynamical system has been described as a ''strange attractor'' [2,4].…”
Section: Chaos Randomness and (Colored) Noisementioning
confidence: 99%
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“…However, despite intense research activity in this area, there is limited consensus regarding causation or mechanism and minimal clinical application of the observed phenomena (10). This paper takes a completely different approach, aiming for more fundamental rigor (19)(20)(21)(22)(23)(24) and methods that have the potential for clinical relevance. Here we use and model data from experimental studies of exercising healthy athletes, to add simple physiological explanations for the largest source of HRV and its changes during exercise.…”
mentioning
confidence: 99%