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Redundancy of phase-space distribution functions in complex field recovery problems

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Abstract

Shows that the amplitude and phase of an optical field can be recovered from only a section of phase-space distribution functions, the information contained in other sections being redundant. Experimental implications of this result are discussed, and a physical interpretation of it is offered. In particular the sampling problem in tomography is solved for any field distribution.

© 2003 Optical Society of America

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