The logarithmic p-Laplacian on hyperbolic space is introduced, with a full pointwise integral representation and an extension problem characterization that extends to Euclidean space.
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The logarithmic $p$-Laplacian on hyperbolic spaces
The logarithmic p-Laplacian on hyperbolic space is introduced, with a full pointwise integral representation and an extension problem characterization that extends to Euclidean space.