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Critical-Scale-Invariance-in-a-Healthy-Human-Heart-Rate

Laboratory of Computational Physics mod. A project

Physics of Data master degree

University of Padova

a.y. 2019/2020

Matteo Bortoletto, Clelia Corridori, Filippo Costa, Edoardo spadetto

Abstract

In this work we want to analyse from a physics perspective the time series of human heart rate to show that there is a robust scale-invariance in PDF of detrended healthy human heart rate increments. Moreover, we want to show that such increments are not Gaussian distributed, but they display fat tails. This scale-indipendent and fractal structure, together with other multifractal scaling properties and with long-range temporal correlation support the view that a healthy human heart rate is controlled to converge continually to a critical state.

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Laboratory of Computational Physics mod. A final project, University of Padova

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