Algebraic signal processing
From Wikipedia, the free encyclopedia
In the algebraic theory of linear signal processing, a set of filters is treated as an algebra and a set of signals is treated as a module and the z-transform is generalized to linear maps.
[edit] References
- Püschel, Markus; Moura, Jose M. F. (2006), Algebraic Signal Processing Theory, arΧiv:cs/0612077.
[edit] External links
- Smart Project: Algebraic Theory of Signal Processing at the Department of Electrical and Computer Engineering at Carnegie Mellon University.
