Cancer treatment by stem cells and chemotherapy as a mathematical model with numerical simulations
Manar A. Alqudah
Abstract
The main idea of this work, is to introduce a new mathematical model of stem cells and chemotherapy to treat cancer, as an autonomous system. Local stability of the equilibrium points before and after the treatment are discussed. Numerical simulation and graphic for the concentration of cells along the time are explored the effects of the therapies on the decay rate of tumor cells and on the growth rate of effector cells to modify the immune system of the cancer patient and hence hope a cure by helping Medical scientists take highlight action to start the screening process.
Topics & Concepts
Process (computing)CancerEffectorWork (physics)ChemotherapyCancer stem cellStability (learning theory)Cancer cellAction (physics)Cancer researchStem cellImmune systemTumor cellsComputer scienceMedicineBiologyCell biologyImmunologyPhysicsInternal medicineThermodynamicsOperating systemQuantum mechanicsMachine learningMathematical Biology Tumor GrowthCancer Cells and MetastasisPhagocytosis and Immune Regulation