Observability inequality for waves on singular-boundary Riemannian manifolds is established by reducing the general case to a separable one via perturbation and applying uniform tangential-frequency analysis plus an Ingham inequality.
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Boundary observability for gas giant metrics
Observability inequality for waves on singular-boundary Riemannian manifolds is established by reducing the general case to a separable one via perturbation and applying uniform tangential-frequency analysis plus an Ingham inequality.