Mathematical Model of Infectious Disease

Authors

  • Bozorov Erkin Khojievich Chief Researcher of the Laboratory of Nuclear Medicine, Institute of Nuclear Physics, Academy of Sciences of the Republic of Uzbekistan, Ph.D. professor. Professor, Department of Nuclear Physics, Faculty of Physics, NUUz)
  • Kubaev Asaliddin Esirgapovich Samarkand State Medical University. Uzbekistan
  • Khojiev Shoxjaxon Erkin o’gli Tashkent Pediatric Medical Institute, Uzbekistan
  • Khojieva Mohlaroyim Erkin qizi Tashkent Pediatric Medical Institute, Uzbekistan
  • Kalandarova Dilafruz Abdukarimovna Professional qualifications of medical personnel development center, Uzbekistan

Keywords:

Concept of problem situation method, disease dynamics, organ transplantation, cancer, allergy, immunodeficiency, antibody, immunoglobulin, immunity, plasma cells of the system, pathogen

Abstract

In this article, the subject of the mathematical model of infectious disease is presented to students in traditional and non-traditional ways, showing the effectiveness of the methods and the positive results obtained from the groups.

Downloads

Published

2023-11-04

How to Cite

Khojievich, B. E. ., Esirgapovich, K. A. ., o’gli, K. S. E. ., qizi, K. M. E. ., & Abdukarimovna, K. D. . (2023). Mathematical Model of Infectious Disease. World of Science: Journal on Modern Research Methodologies, 2(11), 1–12. Retrieved from https://univerpubl.com/index.php/woscience/article/view/2708

Issue

Vol. 2 No. 11 (2023): World of Science: Journal on Modern Research Methodologies

Section

Articles