Title :
Multi-scale similarity entropy as a new descriptor to differentiate healthy to suffering foetus
Author :
Voicu, I. ; Girault, J.
Author_Institution :
Inserm U 930, Univ. Francois Rabelais de Tours, Tours, France
Abstract :
To characterize the complexity of time series extracted from a nonlinear dynamical system, a certain number of descriptors can be used. Here we proposed to use a new descriptor named “similarity-entropy”. This new definition is a modified definition of the well-known sample entropy. As for sample entropy, our definition can be generalized to the multi-scale principle. This new approach is an interesting alternative to the multi-scale sample entropy since, unlike multi-scale sample entropy, it is able to distinguish between healthy and suffering foetus for a large range of scale.
Keywords :
computational complexity; differential equations; entropy; obstetrics; time series; differential equations; healthy foetus; heart rate; multiscale principle; multiscale similarity entropy; nonlinear dynamical systems; sample entropy; suffering foetus; time series complexity; Complexity theory; Entropy; Equations; Heart beat; Time series analysis; Vectors; complexity; dynamical system; foetus; heart rate; multi-scale; sample entropy; similarity;
Conference_Titel :
Complex Systems (ICCS), 2012 International Conference on
Conference_Location :
Agadir
Print_ISBN :
978-1-4673-4764-8
DOI :
10.1109/ICoCS.2012.6458605