Two entropy-based approaches are investigated to study patterns describing differences in time intervals between consecutive heartbeats. The first method explores matrices arising from networks of transitions constructed following events represented by a time series. The second method considers distributions of ordinal patterns of length three, whereby patterns with repeated values are counted as different patterns. Both methods provide estimators of dynamical aspects of short-term heartbeat signals obtained from nocturnal Holter electrocardiogram (ECG) recordings of healthy people of different ages and genders. The deceleration capacity, arising from the adjacency matrix of the network, and the entropy rate, resulting from the transition m...
Measures of entropy have been proved as powerful quantifiers of complex nonlinear systems, particula...
Measures of entropy have been proved as powerful quantifiers of complex nonlinear systems, particula...
Measures of entropy have been proved as powerful quantifiers of complex nonlinear systems, particula...
An integrated approach to the complexity analysis of short heart period variability series (approxim...
Increasing age is associated with a reduction in overall heart rate variability as well as changes i...
Increasing age is associated with a reduction in overall heart rate variability as well as changes i...
Increasing age is associated with a reduction in overall heart rate variability as well as changes i...
Increasing age is associated with a reduction in overall heart rate variability as well as changes i...
In this study, we propose a new information theoretic measure to quantify the complexity of biologic...
In the present work, we propose a discrete model to the characterization of heart rate variability (...
We compare different estimators of a popular en-tropy-based nonlinear dynamic measure, i.e. the cond...
In this paper, we simultaneously use two different scales in the analysis of ordinal patterns to mea...
The study compares permutation-based and coarse-grained entropy approaches for the assessment of com...
In the last decades, a considerable effort has been devoted to quantify complexity in physiological ...
In the last decades, a considerable effort has been devoted to quantify complexity in physiological ...
Measures of entropy have been proved as powerful quantifiers of complex nonlinear systems, particula...
Measures of entropy have been proved as powerful quantifiers of complex nonlinear systems, particula...
Measures of entropy have been proved as powerful quantifiers of complex nonlinear systems, particula...
An integrated approach to the complexity analysis of short heart period variability series (approxim...
Increasing age is associated with a reduction in overall heart rate variability as well as changes i...
Increasing age is associated with a reduction in overall heart rate variability as well as changes i...
Increasing age is associated with a reduction in overall heart rate variability as well as changes i...
Increasing age is associated with a reduction in overall heart rate variability as well as changes i...
In this study, we propose a new information theoretic measure to quantify the complexity of biologic...
In the present work, we propose a discrete model to the characterization of heart rate variability (...
We compare different estimators of a popular en-tropy-based nonlinear dynamic measure, i.e. the cond...
In this paper, we simultaneously use two different scales in the analysis of ordinal patterns to mea...
The study compares permutation-based and coarse-grained entropy approaches for the assessment of com...
In the last decades, a considerable effort has been devoted to quantify complexity in physiological ...
In the last decades, a considerable effort has been devoted to quantify complexity in physiological ...
Measures of entropy have been proved as powerful quantifiers of complex nonlinear systems, particula...
Measures of entropy have been proved as powerful quantifiers of complex nonlinear systems, particula...
Measures of entropy have been proved as powerful quantifiers of complex nonlinear systems, particula...