Fractional elliptic reaction-diffusion systems with coupled gradient terms and different diffusion
Abstract
In this work, we study the existence and nonexistence of nonnegative solutions to a class of nonlocal elliptic Systems set in a bounded open subset of $R ^N$ with different diffusion, where the gradients of the unknowns act as source terms . This work extends previous results we obtained in the case $s _1 = s _2$ (see [8]).
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