Location History:
- Kefar-Sava, IL (1992)
- Kfar Sava, IL (1996 - 2004)
Company Filing History:
Years Active: 1992-2004
Title: The Innovations of Moshe A Gershony
Introduction
Moshe A Gershony is a notable inventor based in Kefar-Sava, Israel. He has made significant contributions to the field of image reproduction technology, holding a total of six patents. His work focuses on methods and apparatuses that enhance the quality of halftone images.
Latest Patents
Gershony's latest patents include a method and apparatus for performing halftoning of an image using two two-dimensional look-up tables (LUTs). The first LUT receives coordinates of an image value and outputs a screen reference value, which then serves, together with the image value, as an address for the second LUT. The output of the second LUT is the halftone value. Another significant patent involves a method for generating a screened reproduction of an image. This method includes providing a representation of an original, defining a desired screen dot arrangement, and writing screen dots in a line-by-line fashion. The representation has input density values that represent the grey levels of various locations of the original for a given color separation. Each screen dot consists of multiple line segments whose length and location determine the dot configuration.
Career Highlights
Throughout his career, Gershony has worked with prominent companies in the industry, including Scitex Inc. and Creo Il. Ltd. His experience in these organizations has contributed to his expertise in image processing technologies.
Collaborations
Gershony has collaborated with notable individuals in his field, including Gil Fisher. Their joint efforts have likely advanced the development of innovative solutions in image reproduction.
Conclusion
Moshe A Gershony's contributions to the field of image reproduction through his patents and career highlights demonstrate his significant impact on technology. His innovative methods continue to influence the industry and enhance the quality of image processing.