336 C . a . Benassi , G . Colombo and G . Allegri 1961
نویسنده
چکیده
Blackburn, S. & Lowther, A. S. (1951). Biochem. J. 48, 126. Buck, J. B. (1953). In Insect Physiology, p. 147. Ed. by Roeder, K. D. London: Chapman and Hall Ltd. Clements, A. N. (1959). J. exp. Biol. 36, 656. Cromartie, R. I. T. (1959). Annu. Rev. Ent. 4, 59. Duchateau, G. H. & Florkin, M. (1958). Arch. int. Physiol. 66, 573. Florkin, M. (1958). Proc. 4th int. Congr. Biochem., Vienna, 12, 63. Hackman, R. H. (1958). Proc. 4th int. Congr. Biochem., Vienna, 12, 47. Hunter-Jones, P. (1957). Nature, Lond., 180, 236. Kilby, B. A. & Neville, E. (1957). J. exp. Biol. 34, 276. Levy, A. L. (1954). Nature, Lond., 174, 126. Sanger, F. (1945). Biochem. J. 39, 507. Treherme, J. E. (1959). J. exp. Biol. 36, 533.
منابع مشابه
Composition of tissue lipids and anaemia of guinea pigs in response to dietary cholesterol.
Allen, M. J., Boyland, E., Dukes, C. E., Homing, E. S. & Watson, J. G. (1957). Brit. J. Cancer, 11, 212. Azzone, G. F. & Ernster, L. (1961). J. biol. Chem. 236, 1501. Barnabei, O., Papa, S. & Quagliariello, E. (1963). Arch. Biochem. Biophy8. 101, 573. Borst, P. & Slater, E. C. (1961). Biochim. biophy8. Acta, 48, 372. Boyland, E. (1958). Brit. med. Bull. 14, 153. Boyland, E. & Williams, D. C. (1...
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