Statistical modeling of physical activity based on accelerometer data
Datei | Beschreibung | Größe | Format | |
---|---|---|---|---|
00105171-1.pdf | 5.93 MB | Adobe PDF | Anzeigen |
Sonstige Titel: | Statistische Modellierung von körperlicher Aktivität basierend auf Akzelerometerdaten | Autor/Autorin: | Wirsik, Norman ![]() |
BetreuerIn: | Pigeot-Kübler, Iris | 1. GutachterIn: | Pigeot-Kübler, Iris | Weitere Gutachter:innen: | Ahrens, Wolfgang | Zusammenfassung: | This thesis focuses on the objective measurement of physical activity (PA), recorded by accelerometers. Chapter 2 describes the objective measurement of PA using accelerometers in contrast to subjective measurements like PA questionnaires. Chapter 3 presents the basic assumption on PA. Contrary to the cutpoint method, it is more realistic to assume that human activity behavior consists of a sequence of non-overlapping, distinguishable activities that can be represented by a mean intensity level. The recorded accelerometer counts scatter around this mean level. In Chapter 4, two novel approaches to better capture PA are developed and implemented. The Hidden Markov models are stochastic models that allow fitting a Markov chain with a predefined number of activities to the data. Expectile regression utilizing the Whittaker smoother with an L0-penalty is introduced as a second innovative approach. Expectile regression is compared to HMMs and the cutpoint method in a simulation study. Chapter 5 presents the results of four studies on PA. Chapter 6 summarizes and discusses the findings of the previous chapters and ends with an outlook on future research. |
Schlagwort: | Physical activity; accelerometer data; hidden Markov models; expectile regression; L0-penalty; Whittaker smoother; pattern recognition; physical activity patterns; bout detection; GAMLSS; energy prediction equation | Veröffentlichungsdatum: | 21-Mär-2016 | Dokumenttyp: | Dissertation | Zweitveröffentlichung: | no | URN: | urn:nbn:de:gbv:46-00105171-12 | Institution: | Universität Bremen | Fachbereich: | Fachbereich 03: Mathematik/Informatik (FB 03) |
Enthalten in den Sammlungen: | Dissertationen |
Seitenansichten
351
checked on 03.04.2025
Download(s)
190
checked on 03.04.2025
Google ScholarTM
Prüfe
Alle Ressourcen in diesem Repository sind urheberrechtlich geschützt.