TY - JOUR
AU - Yangari, Miguel
PY - 2015/02/28
Y2 - 2020/08/13
TI - Convergence to steady state solutions of a particular class of fracctional cooperative systems
JF - Revista Politécnica
JA - Rev. Politéc.
VL - 35
IS - 2
SE -
DO -
UR - https://revistapolitecnica.epn.edu.ec/ojs2/index.php/revista_politecnica2/article/view/371
SP - 12
AB - The aim of this paper is to prove that under some appropriate assumptions on the nonlinearity and the initial datum, the solution of the fractional reaction-diffusion cooperative system converge to the smallest positive steady solution. Also, we prove that this convergence is exponential in time and that the exponent of propagation depends on the principal eigenvalue of the derivative of reaction term and on the smallest index of the fractional laplacians.
ER -