Uniqueness of phase retrieval from three measurements
Philippe Jaming  1@  , Martin Rathmair@
1 : Institut de Mathématiques de Bordeaux
Université de Bordeaux (Bordeaux, France)

The aim of this talk is to show that phase retrieval in L^2(R) is possible from 3 coded diffraction paterns, that is from $\{|F[fm_1]|,|F[fm_2]|,|F[fm_3]|\}$ where $F$ is the Fourier transform and $m_1,m_2,m_3$ are 3 explicitely defined masks

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