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A Mathematical Model for the Energy Allocation Function of Sleep

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자료유형	E-Book
개인저자	Swang, Theodore William, II.
단체저자명	The Ohio State University. Mathematics.
서명/저자사항	A Mathematical Model for the Energy Allocation Function of Sleep.
발행사항	[S.l.] : The Ohio State University., 2017
발행사항	Ann Arbor : ProQuest Dissertations & Theses, 2017
형태사항	127 p.
소장본 주기	School code: 0168.
ISBN	9780438091450
일반주기	Source: Dissertation Abstracts International, Volume: 79-10(E), Section: B. Adviser: Janet Best.
요약	The function of sleep remains one of the greatest unsolved questions in biology. Schmidt has proposed the unifying Energy Allocation Function of sleep, which posits that the ultimate function of sleep is effective energy allocation in the servic
요약	The fundamental quantity we model is called biological debt ( D). We define biological requirements (R) as the summation of maintenance obligations generated by all metabolic operations, biological investment (BI) as the summation of completed f
요약	We compare and contrast our model with the Borbely's two-process model of sleep and with empirical data of human neurobehavioural performance.
요약	We define a division of labor parameter (DOL) and use D to develop an algorithm to compute the energy saved by sleep-wake cycling compared to continuous wakefulness. We quantify the contributions to energy savings from DOL and from metabolic rat
요약	Some implications of the energy savings model include predictions that biological debt may govern sleep homeostasis
요약	We present an alternative energy savings calculation based on averaging theory and compare it to our original energy savings computation.
요약	Finally, we develop a Markov Decision Process with a reward of net energy intake in order to find an optimal sleep-wake policy under a variety of conditions. We use this Markov Decision Process to optimize a policy under three different sets of
일반주제명	Mathematics.
언어	영어
기본자료 저록	Dissertation Abstracts International79-10B(E). Dissertation Abstract International
대출바로가기	http://www.riss.kr/pdu/ddodLink.do?id=T15000215