A graphical reconstruction of FIR filter from its morphological kernel

Lai Wai Kuen Lai Wai Kuen,Cham Wai Kuen Cham Wai Kuen,J.L.J Siu

doi:10.1109/tencon.1993.328054

A graphical reconstruction of FIR filter from its morphological kernel

Lai Wai Kuen Lai Wai Kuen, Cham Wai Kuen Cham Wai Kuen + Show 1 more

https://doi.org/10.1109/tencon.1993.328054

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Publication Date: Oct 19, 1993

Affiliation: Chinese University of Hong Kong, University of Canterbury

#Linear Shift Invariant #Graphical Reconstruction + Show 8 more

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Abstract

A morphological kernel, or a subset of the kernel known as the basis, can be used to represent both linear and nonlinear filters. However, reconstruction of a linear shift invariant (LSI) filter is impractical since both its basis as well as its kernel are infinite. The paper presents a graphical property of the morphological kernel for LSI filters. A graphical reconstruction method is also introduced. >

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