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SIL Proceedings, 1922-2010
Internationale Vereinigung für Theoretische und Angewandte Limnologie: Verhandlungen
Volume 20, 1978 - Issue 1
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I. Productivity and Modelling

A methodology for the study of the trophic interactions in zooplanktonic communities

With 3 figures and 3 tables in the text

Pages 100-104 | Published online: 01 Dec 2017

References

  • Akgentesi, F., de Bernardi, R., Di Cola, G. & Giussani, G., 1973: Numerical study of zooplankton population dynamics. — J. R. C. Annual Report, EUR 5260: 113–118.
  • Argentesi, F., de Bernardi, R. & Di Cola, G., 1974: Mathematical models for the study of population dynamics in species with continuous recruitment. — Mem. 1st. ltal. Idrobiol. 31: 245–275.
  • Argentesi, F., de Bernardi, R. & Di Cola, G., 1977: Some mathematical methods for the study of population dynamics. — Proc. 1st World Conf. on Mathematics at the Service of Man. Barcelona, Spain, 11–16 July 1977.
  • de Bernardi, R., 1974: The dynamics of a population of Daphnia hyalina Leydig in Lago Maggiore, Northern Italy. — Mem. 1st. Ital. Idrobiol. 31: 221–243.
  • de Bernardi, R., 1977: An experimental approach to the interspecific and interspecific competition between two species of Daphnia: D. pulicaria (Forbes and D. hyalina Leydig. — Věst. Čs. Spol. Zool. (in press).
  • de Bernardi, R. & Soldavini, E., 1977: Seasonal dynamics of the zooplankton community in Lago die Mergozzo (Northern Italy). — Mem 1st. ltal. Idrobiol. 34 (in press).
  • Duncan, A., 1975: The importance of zooplankton in the ecology of reservoirs. — In: The effects of storage on water quality. Proc. Symp. Reading Univ.: 247–272.
  • Granger, C. W. J., 1963: Economic processes involving feed back. — Informat. Contr. 6: 28–48.
  • Kashap, K. L. & Ramachandra Rao, A., 1976: Dynamic Stochastic Models from Empirical Data. — Academic Press, 334 pp.

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