- asymptotics - How does one prove that $\Gamma (s) \Gamma (s) = \log s . . .
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- Sum of independent Gamma distributions is a Gamma distribution
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- general relativity - A fully evaluated tensor is a smooth function, so . . .
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- PDF of the product of two independent Gamma random variables
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- Product of Gammas - Mathematics Stack Exchange
Product of Gammas Ask Question Asked 8 years, 9 months ago Modified 8 years, 9 months ago Viewed 577
- Distribution of the division of two Gamma distributions.
I know that there are some similar questions here on Stack, but these questions are related to the case when the Gammas are independent and the result is a Beta Prime Distribution, but in this case I cannot simply sum the two Gammas on the denominator and use this kind of result
- combinatorics - Arrangements of $5$ $\alpha$s, $5$ $\beta$s and $5 . . .
Case 5: (not considered in your solution) There is exactly one pair of consecutive alphas with 2 gammas ond one beta and exactly one pair of consecutive alphas with 2 betas ond one gamma $\beta,\beta,\gamma$ and $\gamma, \gamma, \beta$ can be placed in $4\cdot 3=12$ ways
- statistics - Gamma Distribution Sum - Mathematics Stack Exchange
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