A mathematical model of cancerous system based on immunological surveillance has been proposed by K. S. Lee. The model involves a system of 12 coupled nonlinear differential equations due to cellular kinetics and each of which can be modeled bilinearl...
A mathematical model of cancerous system based on immunological surveillance has been proposed by K. S. Lee. The model involves a system of 12 coupled nonlinear differential equations due to cellular kinetics and each of which can be modeled bilinearly.
This paper discusses only the properties of solutions to the nonlinear differential equations and identification.