Preprint
Oct 2026
On the existence problem for a double mean field equation and its application to prescribed curvature problems
Let $(M,g)$ be a compact Riemann surface with smooth boundary $\partial M$. Let $K(x)>0$, $h(x)>0$ or $h(x)\equiv 0$ be two smooth functions on $M$ and $\partial M$ respectively. In this paper, we consider the following double mean field type equation with a nonlinear Neumann boundary condition related to a prescribed...
Jia-Yu Li, Lei Liu, Yan-Jun Liu et al.
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