Local conditional Lipschitz stability for anisotropic EIT in a conformal class is proved in 2D and higher dimensions, with guidelines for stable training of the deep Calderón method.
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Stability of Electrical Impedance Tomography with Anisotropies and its Application to the Deep Calde\'on Method
Local conditional Lipschitz stability for anisotropic EIT in a conformal class is proved in 2D and higher dimensions, with guidelines for stable training of the deep Calderón method.