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Y., Ma S. H, Park S.K., et al. A prospective cohort study on the relationship of sleep duration with all-cause and disease-specific mortality in the Korean Multi-center Cancer Cohort study. J Prev Med Public Health. 2013 Sep;46 (5): 271–81.

      9

      Watson N.F., Badr M.S., Belenky G., et al. Recommended Amount of Sleep for a Healthy Adult: A Joint Consensus Statement of the American Academy of Sleep Medicine and Sleep Research Society. Sleep. 2015 Jun 1; 38 (6): 843–4.

      10

      Iglowstein I., Jenni O.G., Molinari L., Largo R.H. Sleep duration from infancy to adolescence: reference values and generational trends. Pediatrics. 2003 Feb; 111 (2): 302–7.

      11

      Roffwarg H.P., Muzio J.N., Dement W.C. Ontogenetic development of the human sleep-dream cycle. Science. 1966 Apr 29; 152 (3722): 604–19.

      12

      Dijk D. J, Groeger J.A., Stanley N., Deacon S. Age-related reduction in daytime sleep propensity and nocturnal slow wave sleep. Sleep. 2010; 33: 211–223.

      13

      Youngstedt S.D., Goff E.E., Reynolds A.M., et al. Has adult sleep duration declined over the last 50+ years? Sleep Med Rev. 2016 Aug; 28: 69–85.

      14

      Matricciani L., Olds T… Petkov J. In search of lost sleep: secular trends in the sleep time of school-aged children and adolescents. Sleep Med Rev. 2012 Jun; 16 (3): 203–11.

      15

      Gravett N., Bhagwandin A., Sutcliffe R., Landen K., Chase M.J., Lyamin O.I., et al. (2017) Inactivity/sleep in two wild free-roaming African elephant matriarchs – Does large body size make elephants the shortest mammalian sleepers? PLoS ONE 12 (3): e0171903.

      16

      Siegel J.M. Clues to the functions of mammalian sleep. Nature. 2005 Oct 27; 437 (7063): 1264–71.

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