Algebraic Image Processing
This work addresses image processing for optics and computer science applications, but it appears incremental as it simplifies existing mathematical aspects without new data or clear advancements.
The paper tackles image processing by proposing an approach based on algebraic operators, with applications in optics and computer science, but no concrete results or numbers are provided.
We propose an approach to image processing related to algebraic operators acting in the space of images. In view of the interest in the applications in optics and computer science, mathematical aspects of the paper have been simplified as much as possible. Underlying theory, related to rigged Hilbert spaces and Lie algebras, is discussed elsewhere