Application of the chaotic power law to the study of cardiac dynamics in patients with arrhythmias
Background. An exponential law for chaotic cardiac dynamics, found previously, allows the quantification of the differences between normal cardiac dynamics and those with acute diseases, as well as the cardiac dynamics of the evolution between these states. Objective. To confirm the clinical appli...
Main Authors: | , , , , , , , , , |
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Format: | Article |
Language: | English |
Published: |
Universidad Nacional de Colombia
2014-10-01
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Series: | Revista de la Facultad de Medicina |
Subjects: | |
Online Access: | https://revistas.unal.edu.co/index.php/revfacmed/article/view/43444 |
Summary: | Background. An exponential law for chaotic cardiac dynamics,
found previously, allows the quantification of the differences
between normal cardiac dynamics and those with acute
diseases, as well as the cardiac dynamics of the evolution
between these states.
Objective. To confirm the clinical applicability of the developed
methodology through the mathematical law for cardiac
dynamics in dynamics with arrhythmias.
Materials and methods. 60 Holter electrocardiograms were
analyzed, 10 corresponded to normal subjects, and 50 to subjects with different arrhythmias. For each Holter, an attractor was performed, and its fractal dimension and spatial occupancy were measured. A mathematical evaluation was applied in order to differentiate normal dynamics from pathological ones. Sensitivity, specificity and the Kappa coefficient were calculated.
Results. The mathematical evaluation differentiated occupation spaces, normal dynamics, acute illness dynamics, and evolution between these states. The sensitivity and specificity values were 100%, and the Kappa coefficient was 1.
Conclusions. The clinical applicability of the methodology
for cases with arrhythmia was shown. It is also applicable for
the detection of changes in dynamics that are not classified
clinically as pathological. |
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ISSN: | 0120-0011 2357-3848 |