1. The problem statement, all variables and given/known data
d1 = [1 0 0 0 0 0 0 0 0 0 0 0]
d2 = [0 1 ....0]
and so forth to d10
3. The attempt at a solution
(a)
The optimal delay is 7 in part.
b) Is optimal equalizer coefficients the estimated Dhat associated with the delay 7 (i.e. Dhat=A(A'A)^-1A'd7 )?
c)
channel frequency response is H_c (f) = .4+.7exp(-j*2*pi*f) -.1exp(-j*2*pi*2*f)
What is the equalizer frequency response? Would it be the coefficients for dhat and put put into the similar form as the channel frequency response?
d1 = [1 0 0 0 0 0 0 0 0 0 0 0]
d2 = [0 1 ....0]
and so forth to d10
3. The attempt at a solution
(a)
The optimal delay is 7 in part.
b) Is optimal equalizer coefficients the estimated Dhat associated with the delay 7 (i.e. Dhat=A(A'A)^-1A'd7 )?
c)
channel frequency response is H_c (f) = .4+.7exp(-j*2*pi*f) -.1exp(-j*2*pi*2*f)
What is the equalizer frequency response? Would it be the coefficients for dhat and put put into the similar form as the channel frequency response?
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