Establishes a rigidity result for Schrödinger evolutions on Cartan-Hadamard manifolds with asymptotic hyperbolic metrics: Gaussian decay at two times implies the solution is identically zero.
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Geometric uncertainty principles for Schr\"odinger evolutions on negatively curved manifolds
Establishes a rigidity result for Schrödinger evolutions on Cartan-Hadamard manifolds with asymptotic hyperbolic metrics: Gaussian decay at two times implies the solution is identically zero.