3 papers
nlin.PS2023
Turing patterns on a two-component isotropic growing system. Part 3: Time dependent conditions and linear growth
Aldo Ledesma-Durán
We propose general conditions for the emergence of Turing patterns in a domain that changes size through homogeneous growth/shrinkage based on the qualitative changes of a potentia…
nlin.PS2023
Turing patterns on a two-component isotropic growing system. Part 2: Conditions based on a potential function for exponential growth/shrinkage
Aldo Ledesma-Durán
We propose conditions for the emergence of Turing patterns in a domain that changes in size by homogeneous growth/shrinkage. These conditions to determine the bifurcation are based…
nlin.PS2023
Turing patterns on a two-component isotropic growing system. Part 1: Homogeneous state and stability of perturbations in absence of diffusion
Aldo Ledesma-Durán
The reaction-diffusion processes in a growing domain involves a dilution term that modifies the properties of the homogeneous state that, in contrast to a fixed domain, depends on…