STUDY OF INTER-SUBJECT RELATIONS IN BIOLOGY BASED ON WOLTER'S MODEL
Main Article Content
Abstract
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.
Article Details
This work is licensed under a Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International License.
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.