Abstract
The author present his halftoning technique as an analytical 2-D extension of Sigma - Delta modulation, which is proven to feature optimal characteristics for the halftoning problem. A particular effort is devoted to transforming the sequential expression of Sigma - Delta modulation into a parallel and dimension-independent expression. This allows a precise understanding of the halftoning action in the frequential domain, while explaining the good experimental performance of the method.<>

This publication has 6 references indexed in Scilit: