Stable phase retrieval holds for L2-spans of independent centered real random variables iff all but at most one coordinate obeys a uniform two-sided L1 bound.
Bandeira, Jameson Cahill, Dustin G
2 Pith papers cite this work. Polarity classification is still indexing.
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Proves uniqueness theorems for sparse phase retrieval: generic sparse vectors recoverable up to sign at sparsity ~N/2, all at ~N/4, with complex analogs extending prior work.
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Stable Phase Retrieval for Spans of Independent Random Variables
Stable phase retrieval holds for L2-spans of independent centered real random variables iff all but at most one coordinate obeys a uniform two-sided L1 bound.
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The generic crystallographic phase retrieval problem
Proves uniqueness theorems for sparse phase retrieval: generic sparse vectors recoverable up to sign at sparsity ~N/2, all at ~N/4, with complex analogs extending prior work.