This is Baby Rudin Theorem 7.33:
As far as I understand in both of those cases: $f=\lambda g$ and $f=u+iv$, $u(x)>0$.
I don't understand why $u(x)>0$.
This is Baby Rudin Theorem 7.33:
As far as I understand in both of those cases: $f=\lambda g$ and $f=u+iv$, $u(x)>0$.
I don't understand why $u(x)>0$.
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