Abstract
The mathematical analysis of tumor growth has been at the forefront of interest over the past decades. The first one to model spherical tumors was H. P. Greenspan. Afterwards, various methods were used to study different models of the sphere, in cases of symmetry and perturbation, as well as models in ellipsoidal geometry. In the present research an attempt will be made to study a spheroid geometry model and control its stability.
Advisory Committee
Mrs Hadjinicolaou Maria (supervisor), Professor, Hellenic Open University, School of Science and Technology
Mrs Kariotou Foteini, Assistant Professor, Hellenic Open University, School of Science and Technology
Mr Kamvyssas Gregory, Assistant Professor, Technological Educational Institute of Western Greece, Department of Mechanical Engineering