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:<math>u(x)=v(x)-\int_D\frac{d\mu(y)}{|x-y|^{n-2}},\quad n\geq 3</math>
while in dimension 2,
:<math>u(x)=v(x)+\int_D\log|x-y|d\mu(y)
where $\mu$ is a [[Borel measure]] in <math>D</math>.
This is called the [[Friedrich Riesz|Riesz]] representation theorem.
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