Signal recovery from partial fractional Fourier domain information and its applications
IET Signal Processing
The Institution of Engineering and Technology
15 - 25
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The problem of recovering signals from partial fractional Fourier transform information arises in wave propagation problems where the measured information is partial, spread over several observation planes, or not of sufficient spatial resolution or accuracy. This problem can be solved with the method of projections onto convex sets, with the convergence of the iterative algorithm being assured. Several prototypical application scenarios and simulation examples are presented.