Is there any closed-form expression for the following integral:
$ \int_0^\infty \frac{1+a_i s}{\prod_{j=1}^n (1+a_j s)^k} ds$
where the $a_i$ are >0 and k is an integer. And, if k is not an integer?
Thank you.
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Is there any closed-form expression for the following integral: $ \int_0^\infty \frac{1+a_i s}{\prod_{j=1}^n (1+a_j s)^k} ds$ where the $a_i$ are >0 and k is an integer. And, if k is not an integer? Thank you. |
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