[PDF][PDF] Differential equation models for infectious diseases: Mathematical modeling, qualitative analysis, numerical methods and applications
MT Hoang, M Ehrhardt - 2024 - imacm.uni-wuppertal.de
Mathematical epidemiology has a long history of origin and development. In particular,
mathematical modeling and analysis of infectious diseases has become a fundamental and …
mathematical modeling and analysis of infectious diseases has become a fundamental and …
Applications of the Nonstandard Finite Difference Method to a Fractional Model Explaining Diabetes Mellitus and Its Complications
This work examines a mathematical model of diabetes mellitus and its consequences in a
population using fractional differential equations. It attempts to solve the problem using a …
population using fractional differential equations. It attempts to solve the problem using a …
[PDF][PDF] A New Mathematical Model for Monkeypox with Vaccination Effect and Its Quantified Analysis
M KOCABIYIK, A ŞAN - BIDGE Publications, 2024 - researchgate.net
A New Mathematical Model for Monkeypox with Vaccination Effect and Its Quantified Analysis
Page 20 --20-- CHAPTER II A New Mathematical Model for Monkeypox with Vaccination Effect …
Page 20 --20-- CHAPTER II A New Mathematical Model for Monkeypox with Vaccination Effect …
A Nonstandard Finite Difference Scheme for a Mathematical Model Presenting the Climate Change on the Oxygen-plankton System
Z Al Jammali, İT Çetinkaya - Bitlis Eren Üniversitesi Fen Bilimleri Dergisi - dergipark.org.tr
This paper presents a mathematical model describing climate change in the oxygen-
plankton system. The model consists of a system of non-linear ordinary differential …
plankton system. The model consists of a system of non-linear ordinary differential …