Oriental Journal of Physics and Mathematics https://supportscience.uz/index.php/ojpm <p><a href="http://sjifactor.com/passport.php?id=22038"><strong>SJIF 2021-5.778, 2022-5.912</strong></a></p> <p><strong>“</strong><strong>Oriental Journal of Physics and Mathematics</strong><strong>”</strong> is a journal specializing in mathematics and physics, comprehensive coverage of scientific and practical innovations in higher mathematics, mathematics and analysis, trigonometry, streometry, computer science, applied mathematics, geometry, quantum physics, optics, acoustics, mechanics and in the field of mathematics and physics.</p> <p>The main goal is to more fully meet the needs for scientific innovations and information in the sciences, the wide and effective use of the potential of the journal. One of the most important tasks in the field of mathematics and physics is the publication of up-to-date and verified information.</p> <p>This scientific journal is published in the electronic version, comes out 6 times a year in Uzbek, English and Russian.</p> <p>The editors inform students about current events and news in the field of domestic and foreign agricultural sciences. At the same time, the best scientific and journalistic works of our country, as well as representatives of the world economy and agriculture, are published in the journal.</p> en-US info@supportscience.uz (Supportscience LLC) info@supportscience.uz (Supportscience LLC) Wed, 29 May 2024 06:10:49 +0000 OJS 3.3.0.4 http://blogs.law.harvard.edu/tech/rss 60 MATHEMATICAL MODELING OF THE BIOLOGICAL POPULATION PROCESS WITH CONVECTIVE TRANSPORT https://supportscience.uz/index.php/ojpm/article/view/1045 <p>In this article we will discuss one problem of a nonlinear biological population, with double nonlinearity; an exact analytical solution has been found for it, the analysis of which makes it possible to identify a number of characteristic features of thermal processes in nonlinear media. The following nonlinear effects were established: the inertial effect of the finite speed of population spread, spatial localization.</p> M. Aripov, M. Sayfullaeva, F. Kabiljonova Copyright (c) 2024 M. Aripov, M. Sayfullaeva, F. Kabiljonova https://creativecommons.org/licenses/by/4.0 https://supportscience.uz/index.php/ojpm/article/view/1045 Tue, 28 May 2024 00:00:00 +0000