Analytical Ballpark Solution of the Glioblastoma Tumor Cells Growth in Homogeneous Medium

Abstract

Glioblastoma is high grade-IV malignant tumor, where a large part of tumor cells are reproducing and dividing at any given time. The essential model considers the evolution of the Glioblastomatumor cells population which mostly governed by the proliferation and the diffusion. Kamal Variational Iteration Method is developed. It gives fast convergent consecutive approximations without using any restrictive assumptions which may change the physical behaviour of the problems. Kamal Transform is a new advent of an integral transform derived from classical Fourier Transform to solve the linear initial value problems. KVIM is established to solve the models.

Aim of this research is to thrash out the current developments of the methods to crack the mathematical modelling of Glioblastomatumor cells growth and it might be open the doors for improvement.