Proves that pairs of (ε,k)-thin sets form strong annihilating pairs for the Dunkl transform, yielding quantitative unique continuation inequalities at two times for Dunkl-Schrödinger solutions.
Observable sets, potentials and Schr¨ odinger equations
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Unique continuation inequalities for the Dunkl-Schr\"odinger equation via uncertainty principles
Proves that pairs of (ε,k)-thin sets form strong annihilating pairs for the Dunkl transform, yielding quantitative unique continuation inequalities at two times for Dunkl-Schrödinger solutions.