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On Nonlocal Equations under Symmetries
In this work, we establishes results of existence and regularity for solutions to nonlocal equations of the form $f(Δ)u = U(x,u(x)) ~\text{and}~f(Δ_{g})u=U(x,u(x))$ in the Euclidean context and Riemannian context respectively. We extend the results of \cite{Gorka 6} for the Euclidean space $\mathbb{
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