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Application of homometric sets for beam manipulation

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Abstract

By convolving simple binary distributions together new patterns can be created. These patterns have a Fourier transform that can be represented by a product of complex factors. The introduction of a suitable phase filter in the Fourier plane can cause complex conjugation of a set of these factors, which corresponds to switching from one pattern to another on inverse Fourier transformation.

© 1986 Optical Society of America

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