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Entropy for the complexity of physiological signal dynamics
Zhang X.D.
2017
Source PublicationAdvances in Experimental Medicine and Biology
PublisherSpringer New York LLC
Pages39-53
Abstract

Recently, the rapid development of large data storage technologies, mobile network technology, and portable medical devices makes it possible to measure, record, store, and track analysis of biological dynamics. Portable noninvasive medical devices are crucial to capture individual characteristics of biological dynamics. The wearable noninvasive medical devices and the analysis/management of related digital medical data will revolutionize the management and treatment of diseases, subsequently resulting in the establishment of a new healthcare system. One of the key features that can be extracted from the data obtained by wearable noninvasive medical device is the complexity of physiological signals, which can be represented by entropy of biological dynamics contained in the physiological signals measured by these continuous monitoring medical devices. Thus, in this chapter I present the major concepts of entropy that are commonly used to measure the complexity of biological dynamics. The concepts include Shannon entropy, Kolmogorov entropy, Renyi entropy, approximate entropy, sample entropy, and multiscale entropy. I also demonstrate an example of using entropy for the complexity of glucose dynamics.

KeywordComplexity Continuous Monitoring Entropy High-throughput Phenotyping Wearable Medical Device
DOI10.1007/978-981-10-6041-0_3
URLView the original
Language英語English
Volume1028
Scopus ID2-s2.0-85032373535
Fulltext Access
Citation statistics
Document TypeBook chapter
CollectionFaculty of Health Sciences
AffiliationUniversidade de Macau
First Author AffilicationUniversity of Macau
Recommended Citation
GB/T 7714
Zhang X.D.. Entropy for the complexity of physiological signal dynamics[M]. Advances in Experimental Medicine and Biology:Springer New York LLC, 2017, 39-53.
APA Zhang X.D..(2017). Entropy for the complexity of physiological signal dynamics. Advances in Experimental Medicine and Biology, 1028, 39-53.
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