Russian version English version
Volume 15   Issue 2   Year 2020
Chetyrbotskiy A.N.1, Vdovin A.N.2, Chetyrbotskiy V.A.3

The Numerical Model of Fish Growth Dynamics (On the Example of Okhotsk Atka Mackerel Pleurogrammus azonus)

Mathematical Biology & Bioinformatics. 2020;15(2):118-128.

doi: 10.17537/2020.15.118.

References

  1. Ricker W.E. Computation and interpretation of biological of fish population. Ottawa: The Blackburn Press, 1975. 401 p.
  2. Ricker W.E. Growth rates and model. Fish physiology. San Francisco: Academic Press, 1979. 743 p. doi: 10.1016/S1546-5098(08)60034-5
  3. Bertalanfy L. In: Fundamental aspects of normal and malignant growth. Amsterdam: Elsevier, 1960. P. 137–259.
  4. Enberg K., Dunlop E.S., Jørgensen C. In: Ecological models. Oxford: Princeton University Pr., 2008. P. 1564–1572.
  5. Akamaine T. Non-linear and graphical method for fish stock analysis with statistical modeling. Aqua-BioSci. Monogr. 2(3):1–45. doi: 10.5047/absm.2009.00203.0001
  6. Vdovin A. N., Chetyrbotsky A. N. The growth and stages of ontogenesis of Arabesque greenling in the waters of Primorie (Japan Sea). Trudy VNIRO. 2018;170:26–46 (in Russ.). doi: 10.36038/2307-3497-2018-170-26-46
  7. Kendall M.G., Stuart A. The Advanced Theory of Statistics. New York: Wiley Press, 2010. 700 p.
  8. Borovikov V.P. Statistica: The Art of Computer Data Analysis for Professionals. St. Petersburg: Piter, 2003. 688 p. (in Russ.).
  9. Bard Y. Nelineinoe otsenivanie parametrov. Moscow, 1979. 349 p. (Translation of: Bard Y. Nonlinear parameter estimation. N.-Y.: Academic Press, 1974).
  10. Bolch B.W., Huang C.J. Mnogomernye statisticheskie sviazi dlia ekonomiki. Moscow, 1979. 317 p. (Translation of: Bolch B.W. and Huang C.J. Multivariate statistical methods for business and economics. Prentice-Hall, 1973. Prentice-Hall international series in management).
  11. Chetyrbotsky A.N., Vdovin A.N., Chetyrbotsky V.A. The Computer Simulation of the Dynamics of the Length and Weight of Fish (on the Example of South Odnoperogo of Atka Mackerel Pleurogrammus Azonus). Informacionnye Tehnologii (Information Technology). 2015;21(2):116–120 (in Russ.).
  12. Riznichenko G.Iu., Rubin A.B. Matematicheskie modeli biologicheskikh produktsionnykh protsessov (Mathematical models of biological production processes). Moscow, 1993. 300 p. (in Russ.).
  13. Svirezhev Iu.M., Logofet D.O. Ustoichivost' biologicheskikh soobshchestv (Sustainability of biological communities). Moscow, 1978. 352 p. (in Russ.).
  14. Brett D.R., Grows T.D.D. In: Physological energetics. In fish physology. San Francisco: Academic Press, 1979. P. 280–352.
  15. Dgebuadze Iu.Iu. Ekologicheskie zakonomernosti izmenchivosti rosta ryb (Ecological patterns of fish growth variability). Moscow, 1988. 276 p. (in Russ.).
  16. Iarzhombek A.A. Zakonomernosti rosta promyslovykh ryb (Regularities of growth of commercial fish). Vladivostok, 2011. 182 p. (in Russ.).
  17. Sukhanov V.V. Mathematical model of seasonal dynamics of weight growth of young salmon. Voprosy ikhtiologii (Journal of Ichthyology). 1974;14(4):575–580 (in Russ.).
  18. Brody S. Bioenergetics and growth. New-York: Hafner, 1945. 1023 p.
  19. Mina M. V., Klevezal. Animal growth. Analysis at the level of the body. New-York: Science, 1976. 291 p.
  20. Dinamicheskaia teoriia biologicheskikh populiatsii (Dynamic theory of biological populations). Ed. Poluektov R.A. Moscow, 1974. 286 p. (in Russ.).
Table of Contents Original Article
Math. Biol. Bioinf.
2020;15(2):118-128
doi: 10.17537/2020.15.118
published in Russian

Abstract (rus.)
Abstract (eng.)
Full text (rus., pdf)
References

 

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