We show that the methods permutation entropy and complexity analysis can be extended to a more robust tool by treating embedding delay as a freely varying parameter. We show that one can extract meaningful information about the nature turbulent systems when this extended analysis is applied to data taken from such systems. Furthermore, we find that this information agrees with information determined via conventional methodology, as well as providing new understanding about the systems analyzed
This is a paper in the intersection of time series analysis and complexity theory that presents new ...
This is a paper in the intersection of time series analysis and complexity theory that presents new ...
Bandt and Pompe introduced Permutation Entropy as a complexity measure and has been widely used in t...
We propose a new perspective on turbulence using information theory. We compute the entropy rate of ...
The scope of the paper is to find signatures of the forces controlling complex systems modeled by La...
More than ten years ago Bandt and Pompe introduced a new measure to quantify complexity in measured ...
At the heart of turbulence physics is the idea that some flows can be made sense\ud of only statisti...
Measuring complexity of observed time series plays an important role for understanding the character...
Entropy is a powerful tool for the analysis of time series, as it allows describing the probability ...
Entropy is a powerful tool for the analysis of time series, as it allows describing the probability ...
Multiscale entropy (MSE) has become a prevailing method to quantify the complexity of systems. Unfor...
For generic systems exhibiting power law behaviors, and hence multiscale dependencies, we propose a ...
For generic systems exhibiting power law behaviors, and hence multiscale dependencies, we propose a ...
We analyze the effects of noise on the permutation entropy of dynamical systems. We take as numerica...
We analyze the effects of noise on the permutation entropy of dynamical systems. We take as numerica...
This is a paper in the intersection of time series analysis and complexity theory that presents new ...
This is a paper in the intersection of time series analysis and complexity theory that presents new ...
Bandt and Pompe introduced Permutation Entropy as a complexity measure and has been widely used in t...
We propose a new perspective on turbulence using information theory. We compute the entropy rate of ...
The scope of the paper is to find signatures of the forces controlling complex systems modeled by La...
More than ten years ago Bandt and Pompe introduced a new measure to quantify complexity in measured ...
At the heart of turbulence physics is the idea that some flows can be made sense\ud of only statisti...
Measuring complexity of observed time series plays an important role for understanding the character...
Entropy is a powerful tool for the analysis of time series, as it allows describing the probability ...
Entropy is a powerful tool for the analysis of time series, as it allows describing the probability ...
Multiscale entropy (MSE) has become a prevailing method to quantify the complexity of systems. Unfor...
For generic systems exhibiting power law behaviors, and hence multiscale dependencies, we propose a ...
For generic systems exhibiting power law behaviors, and hence multiscale dependencies, we propose a ...
We analyze the effects of noise on the permutation entropy of dynamical systems. We take as numerica...
We analyze the effects of noise on the permutation entropy of dynamical systems. We take as numerica...
This is a paper in the intersection of time series analysis and complexity theory that presents new ...
This is a paper in the intersection of time series analysis and complexity theory that presents new ...
Bandt and Pompe introduced Permutation Entropy as a complexity measure and has been widely used in t...