الغاية من هذا البحث هو تشكيل أنموذج رياضي مناسب لدراسة علم الأوبئة, مع تبيان دور عتبة الوباء التي لا يمكن تمييزها من البيانات لاستخدامها من قبل خبراء الأمراض المعدية و الصحة العامة.
لقد تزايد الاهتمام كثيراً بالنماذج الرياضية لعلم الأوبئة في الآونة الأخيرة لما له من أثار صحية و اقتصادية, علماً أن علم الأوبئة (من وجهة نظر رياضية) هو قسم من الأوبئة العامة التي تتعامل مع النمذجة الرياضية فيما يتعلق بالحاجة إلى التنبؤ و انتشار الأمراض المعدية.
The purpose of this research is to establish a suitable mathematical model for the
study of epidemiology, showing the role of the epidemic threshold which cannot be
distinguished from the data for use by infectious disease experts and public health.
There has been a growing interest in recent epidemiological models of epidemiology
because of their health and economic effects. Epidemiology (from a mathematical point of
view) is a section of general epidemiology that deals with mathematical modeling in
relation to the need to predict and spread infectious diseases.
References used
Herbert W. Heathcoat, The Mathematics of Infectious Diseases SIAM Review , Vol. 42, 2000
Brauer F., Castillo-Chavez C.: Mathematical models in population biology and epidemiology, Springer, New York, 2000
Ashrafur Rahman, Study of Infectious Diseases by Mathematical Models: Predictions and Controls,2016
The purpose of this research is to study and create a stochastic mathematical model
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The question of finding optimal values for the variables of the mathematical model
subject to stochastic conditions is one of the random mathematical problems, which require
special stochastic methods to solve in the general case.
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Abstract
Universities are considered the most important institutions that affect individuals and are affected by them. The three main functions of the university are education, scientific research and community service. Hence, it is necessary to emp