Infinitely many solutions exist for the 3-component Hartree system with some positive and some sign-changing components, constructed via Lyapunov-Schmidt reduction as the first such mixed-sign application.
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Infinitely many multi-peaks solutions for a nonlinear Hartree system
Infinitely many solutions exist for the 3-component Hartree system with some positive and some sign-changing components, constructed via Lyapunov-Schmidt reduction as the first such mixed-sign application.