A Model for Destroying Cancer Cell

Abstract

Cancer is studied in this paper by the optimization technique. By this technique, cancer cell growth rate can be controlled. To minimize the growth rate of the cancer cell is the objective of this paper. The linear programming is used here to control the cancer. An anticancer model is presented in this paper based on linear programming problem. The formulation of anticancer based on the finite decision variables. There is the objective function to minimize the growth of the cancer cell subject to the constraints of time-medicine correspondence. The linearity of the model sets the transformation of curing possibilities. The time vector and medicine vector are used for stages of the disease. The general solution of the problem in context to measure the disease is the key objective of this paper.