Time-trace observations from Hausdorff-thick zero-measure sets determine Airy solutions on the real line for every observation time, and finite point observability on the torus is characterized by a Kalman rank condition.
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Hausdorff type Time-Trace Observability for Airy Equations on the Line and Point Observability on the Torus
Time-trace observations from Hausdorff-thick zero-measure sets determine Airy solutions on the real line for every observation time, and finite point observability on the torus is characterized by a Kalman rank condition.