Two conformal asymptotically hyperbolic metrics that are simple or negatively curved are identical if their marked renormalized boundary distances coincide for some choices of conformal representatives.
MR4520155 [PU05] Leonid Pestov and Gunther Uhlmann,Two dimensional compact simple Riemannian manifolds are boundary distance rigid, Ann
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Kernel characterization and new inversion formula for V-line transforms on symmetric tensor fields in a disk, plus numerical validation for vectors and 2-tensors.
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Boundary Rigidity in a fixed conformal class for Asymptotically Hyperbolic Manifolds
Two conformal asymptotically hyperbolic metrics that are simple or negatively curved are identical if their marked renormalized boundary distances coincide for some choices of conformal representatives.
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V-Line Tensor Tomography in a Disk: Theoretical and Numerical Reconstruction
Kernel characterization and new inversion formula for V-line transforms on symmetric tensor fields in a disk, plus numerical validation for vectors and 2-tensors.