Show by direct computation that the covariance Ca(X1, X₂) is zero dimensionless and Hermitian quartile processors; X₁ â +ât 2 X₂ à-ât 2i

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Show by direct computation that the
covariance
Ca(X1, X2)
is zero dimensionless and Hermitian
quartile processors;
â + ât
â - ât
X2
2
2i
in the case of a coherent
la)
Transcribed Image Text:Show by direct computation that the covariance Ca(X1, X2) is zero dimensionless and Hermitian quartile processors; â + ât â - ât X2 2 2i in the case of a coherent la)
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