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Heisenberg uniqueness pairs corresponding to finite number of parallel lines

arXiv:1607.08413

Abstract

In this paper we study the Heisenberg uniqueness pairs corresponding to finite number of parallel lines $Γ$. We give a necessary condition and a sufficient condition for a subset $Λ$ of $\R$ so that $(Γ,Λ)$ becomes a HUP.

Accepted in Advances in Mathematics for publication