Abstract
Mathematica is ideal for explaining the design of seemingly complex mathematical methods. In this article we explain the use of the 2D Fouriertransform to remove unwanted dithering artifacts from images. All steps are visualized, so the reader can get a good idea of what the Fourier transform of an image looks like, the location of the origin, the artifacts and their extent, and how geometric reasoning works in the Fourier domain. The method leads to a markedly clean-up of images deteriorated by dither.
| Original language | English |
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| Title of host publication | Proceedings of the international mathematica symposium 2005 (IMS2005), 5-8 August 2005 Perth, Australia |
| Pages | 285-299 |
| Publication status | Published - 2005 |