1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.AP2020
Travelling-wave behaviour in doubly nonlinear reaction-diffusion equations
Yihong Du, Alejandro Garriz, Fernando Quiros
We study a family of reaction-diffusion equations that present a doubly nonlinear character given by a combination of the -Laplacian and the porous medium operators. We consider…
math.AP2020
A non-local coupling model involving three fractional laplacians
Alejandro Garriz, Liviu Ignat
In this article we study a non-local diffusion problem that involves three different fractional Laplacian operators acting on two domains. Each domain has an associated operator th…
math.CA2020★ 1 cited
Singular integral equations with applications to travelling waves for doubly nonlinear diffusion
Alejandro Garriz
We consider a family of singular Volterra integral equations that appear in the study of monotone travelling-wave solutions for a family of diffusion-convection-reaction equations…