This paper considers the nonlinear system of cancer invasion model with haptotaxis effects
in a bounded domain Ω⊂ R n under the homogeneous Neumann and Robin type boundary …

In this article, we consider non-negative solutions of the nonlinear cancer invasion
mathematical model involving proliferation and growth functions with homogeneous …

This work illustrate the solvability of the system consist of tumor cells of two types along with
epithelial cells and mesenchymal densities. The role of proteins matrix metalloproteinases …

EXISTENCE AND OPTIMAL CONTROL ANALYSIS OF ACID-MEDIATED TUMOR
INVASION MODEL Page 1 Advances in Differential Equations and Control Processes © …

The main goal of the paper is to establish the solvability of the 3D acid-mediated tumor
growth model combined with the Dirichlet and Neuman boundary conditions in the fractional …

We illustrate the solvability through weak-renormalized solutions for an invasion system of
healthy tissue by a solid tumor under the Dirichlet boundary conditions and the assumptions …

In this paper, we consider a nonlinear cancer invasion mathematical model with
proliferation, growth and haptotaxis effects. We obtain lower bounds for the finite-time blow …

This work deals with the existence of the system consists of coupling dynamics of the two
types of tumor cells among the density of epithelial cells (ECs) and the mesenchymal cells …