Uniqueness theorems recover the angular density a of translation-invariant symmetric stable operators from exterior DN maps, using diagonal singularity in overlapping cases and symbol factorization or analytic continuation in separated cases.
Entanglement principle for the fractional L aplacian with applications to inverse problems
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Recovering stable kernels from exterior measurements
Uniqueness theorems recover the angular density a of translation-invariant symmetric stable operators from exterior DN maps, using diagonal singularity in overlapping cases and symbol factorization or analytic continuation in separated cases.