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Proceedings Paper

Inverse problem of dynamically variable halftoning
Author(s): Lev S. Sadovnik; Alexander A. Sawchuk
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Paper Abstract

Halftoning (intensity-to-area modulation) is used to implement nonlinear gray-scale transformations in optical information processing and in the graphic arts. Dynamically variable halftoning can be achieved by recording the intensity distribution of cross-line grating diffraction patterns onto a high contrast photosensitive medium. The input image information thus becomes an array of opaque periodic structures whose areas are related to the input image intensity. To achieve a required halftone mapping from intensity to area, we pose an inverse problem: given the area of the periodic structures as a function of input intensity, synthesize an optical system that implements this function. This ill-posed problem is solved using a class of symmetric functions with separable variables.

Paper Details

Date Published: 8 July 1994
PDF: 10 pages
Proc. SPIE 2241, Inverse Optics III, (8 July 1994); doi: 10.1117/12.179740
Show Author Affiliations
Lev S. Sadovnik, Physical Optics Corp. (United States)
Alexander A. Sawchuk, Univ. of Southern California (United States)

Published in SPIE Proceedings Vol. 2241:
Inverse Optics III
Michael A. Fiddy, Editor(s)

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