A new Carleman estimate yields Lipschitz stability for recovering three unknowns in a fully discrete stochastic wave equation from boundary and terminal data.
Inverse scattering by a random periodic structure
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Conditional stability for an inverse problem of a fully-discrete stochastic hyperbolic equation
A new Carleman estimate yields Lipschitz stability for recovering three unknowns in a fully discrete stochastic wave equation from boundary and terminal data.