Construct new type solutions for the fractional Schrodinger equation

This paper is devoted to studying the following nonlinear fractional problem: {(-Delta)(s)u + u = K(|x|)u(p), u > 0, x is an element of R-N, (0.1) u(x) is an element of H-s(R-N), where N >= 3, 0 < s < 1, 1 < p < N+2s/N-2s, K(|x|) is a positive radical function. We constructed infinitely many non-radial solutions of the new type which have a more complex concentration structure for (0.1).