Abstract
Abstract By a perturbative argument, we construct solutions for a plasma-type problem with two opposite-signed sharp peaks at levels 1 and - γ {-\gamma} , respectively, where 0 < γ < 1 {0<\gamma<1} . We establish some physically relevant qualitative properties for such solutions, including the connectedness of the level sets and the asymptotic location of the peaks as γ → 0 + {\gamma\to 0^{+}} .
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