International Journal of Differential Equations

Mathematical Modeling in Virology by Differential Equations


Status
Published

1Centre Régional des Métiers de l’Education et de la Formation, Casablanca, Morocco

2King Abdulaziz University, Jeddah, Saudi Arabia

3Stockholm University, Stockholm, Sweden

4Hassan II University, Casablanca, Morocco


Mathematical Modeling in Virology by Differential Equations

Description

Nowadays, infectious diseases caused by viruses, such as the human immunodeficiency virus (HIV), hepatitis B virus (HBV), Ebola, and, more recently, Zika virus, represent a major global health problem that they cause mortality of millions of people and expenditure of enormous amount of money in health care and disease control. For these reasons, the aim of this special issue will be focused on the mathematical modeling of infectious diseases by used ordinary differential equations (ODEs), delay differential equations (DDEs), partial differential equations (PDEs), fractional differential equations (FDEs), stochastic differential equations (SDEs), and difference equations in order to better understand the dynamics of these infectious diseases and establish control strategies to limit their evolution and spread.

Potential topics include but are not limited to the following:

  • Mathematical modeling in virology by ODEs
  • Mathematical modeling in virology by DDEs
  • Mathematical modeling in virology by PDEs
  • Mathematical modeling in virology by FDEs
  • Mathematical modeling in virology by SDEs
  • Mathematical modeling in virology by difference equations
  • Analysis, simulation, control strategies, and experimental investigation of biological systems describing the dynamics of viral infections
International Journal of Differential Equations
 Journal metrics
Acceptance rate25%
Submission to final decision46 days
Acceptance to publication47 days
CiteScore1.400
Impact Factor-
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