Finite propagation and saturation in reaction-diffusion-advection equations governed by p-Laplacian operator

The paper concerns front propagation for the following mono-stable reaction-diffusion-advection equation (Formula presented.) Besides existence and non-existence results for wavefronts solutions, the main focus is their classification: we provide criteria to establish if they attain one or both the equilibria at a finite point and in this case, if they are continuable as C1-solutions or if they are sharp solutions.