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От атомов к древу: Введение в современную науку о жизни. Сергей ЯстребовЧитать онлайн книгу.

От атомов к древу: Введение в современную науку о жизни - Сергей Ястребов


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F. et al. Microbial community in a sediment-hosted CO2 lake of the southern Okinawa Trough hydrothermal system // Proceedings of the National Academy of Sciences, 2006. V. 103, № 38, 14164–14169.

      21

      Budisa N., Schulze-Makuch D. Supercritical carbon dioxide and its potential as a life-sustaining solvent in a planetary environment // Life, 2014, V. 4, № 3, 331–340.

      22

      Whittet D. C. B. et al. Observational constraints on methanol production in interstellar and preplanetary ices // The Astrophysical Journal, 2011, V. 742, № 1, 1–10.

      23

      Schulze-Makuch D. Io: Is life possible between fire and ice // Journal of Cosmology, 2010, V. 5, 912–919.

      24

      Азимов А. Асимметрия жизни. От секрета научных прозрений до проблемы перенаселения. – М.: Центрполиграф, 2008.

      25

      Vickery H. B. The origin of the word protein // The Yale Journal of Biology and Medicine, 1950, V. 22, № 5, 387–393.

      26

      Кольцов Н.К. Физико-химические основы морфологии // Труды Третьего Всероссийского съезда зоологов, анатомов и гистологов в Ленинграде 14–20 декабря 1927 г. – Издание Главного управления научных учреждений, 1928.

      27

      Williams A. N., Woessner K. M. Monosodium glutamate ‘allergy’: menace or myth? // Clinical & Experimental Allergy, 2009, V. 39, № 5, 640–646.

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