STUDY OF INTER-SUBJECT RELATIONS IN BIOLOGY BASED ON WOLTER'S MODEL
Keywords:
biology, population, preyAbstract
This article, based on Voltaire's model, explores intersubject connections in biology with subjects related to information technology. For this purpose, the “model-algorithm-program” triad is applied and the dynamics of population change over time is studied.
References
Abutaliev F.B., Narmuradov Ch.B. Mathematical modeling of the problem of hydrodynamic stability. - Tashkent, 2011.- T .: Fan va technology .- 2011.- 188 p.
Narmurodov Ch.B. An effective method for solving the Orr-Sommerfeld equation //Mathematical Modeling. - Moscow, 2005. - No. 9 (17). - p. 35-42.
Narmurodov Ch.B. Mathematical modeling of hydrodynamic flows for two-phase planeparallel flows // Mathematical modeling. - Moscow, 2007.-№ 6 (19) .- p. 53-60.
Normurodov Ch.B., Mengliyev I.A. Numerical modeling of a differential model of diabetes mellitus // Philadelphia, USA. 2020.05 page 166-171. (Global Impact Factor-0.564; Scientific Indexing Services-0.912; International Society for Research Activity-1.344. №5).
Mengliev I.A. Formation of professional competence of students of natural profile for teaching intersubject communications based on information technologies // European Journal of Humanities and Educational Advancements, 2(9), 16-21. 2021-09-14.
A.A. Samarsky, A.P. Mikhailov. Math modeling.- M.: FIZMATLIT, 2005.-320 p.
Kh.A. Muzafarov, M.B. Baklushin, M.G. Abduraimov. Mathematical modeling.-Tashkent,2002.- 225 p.
N.N. Kalitkin. Numerical Methods.- Moscow: Nauka, 1978, 512 p.
Downloads
Published
Issue
Section
License

This work is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License.




