Proves compactness of solutions in low-energy and Möbius-invariant regimes and existence of least-energy nontrivial solutions to the super-Liouville equation on the sphere for even positive coefficients.
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Compactness and least energy solutions to the super-Liouville equation on the sphere
Proves compactness of solutions in low-energy and Möbius-invariant regimes and existence of least-energy nontrivial solutions to the super-Liouville equation on the sphere for even positive coefficients.