How would you solve following integral in d-dimensional space?
[tex] \int_{||\vec{r}|| > r_{0}}^{V= L^{d}} d\vec{r} \frac{1}{||\vec{r}||^{\alpha}} [/tex]
with [tex]\alpha > 0[/tex] and real
[tex] \int_{||\vec{r}|| > r_{0}}^{V= L^{d}} d\vec{r} \frac{1}{||\vec{r}||^{\alpha}} [/tex]
with [tex]\alpha > 0[/tex] and real
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