| Abstract |
To investigate the growth and the treatment response of the cancerous tumors, various approaches have been considered. Some of these are based upon statistical models, others on experimental methods, or on the generalized mathematical models described by partial differential equations. In this talk she will present: 1. Population growth model (breast cancer and ovarian cancer). 2. Diffusion based Burgess time fractional mathematical model in which she will take killing rate as a function of space and concentration. The analytical and numerical solutions of the studied problems are determined by coupling the classical methods in ordinary/partial differential equations with the integral transforms method and nonlinear model by using Lie symmetry analysis.
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