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文件名称:fir_chebychev_design
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Designs an FIR filter given a desired frequency response H_des(w).
The design is judged by the maximum absolute error (Chebychev norm).
This is a convex problem (after sampling it can be formulated as an SOCP).
minimize max |H(w) - H_des(w)| for w in [0,pi]
- where H is the frequency response function and variable is h
(the filter impulse response).
The design is judged by the maximum absolute error (Chebychev norm).
This is a convex problem (after sampling it can be formulated as an SOCP).
minimize max |H(w) - H_des(w)| for w in [0,pi]
- where H is the frequency response function and variable is h
(the filter impulse response).
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fir_chebychev_design.m
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