Master's thesis at University of Basrah seeks a numerical study of the system of differential equations with a time delay for the spread of cancerous tumors
A master's thesis at College of Science at University of Basrah was entitled: "A numerical and stability study of the system of differential equations with a time delay for the spread of cancerous tumors and the problem of estimating its coefficients."
The thesis of the student Ibrahim Makki Khalil aimed to study a class of differential equations for cancer cells with a time delay that represents the interactions of cancer cells with active cells that include normal cells for the immune response, stem cells, and toxic cells.
The thesis included explaining the mechanism for integrating the time delay into the model to explain the time required to calculate the activity of active cells and studying the behavior of the system without using all types of treatments and studying the basic issue of estimating parameters for systems of ordinary differential equations based on solutions of equations and their continuous functions. Techniques were proposed to obtain computationally efficient representations of parameter systems for differential equations with a time delay.
Department of Media and Government Communication