It seems to me that although there is already the special-functions tag, it would be interesting to have a tag for the beta function. It would allow to tag this special function too, similarly to what happens to the $\Gamma$ function, which has the gamma-function tag. The tag would also be appropriate for the incomplete beta function. Some examples I've found are:
- An integral related to the beta function
- Beta integral transformation
- About the Beta function : $\text{B}\left(\frac{4}{3},\frac{2}{3}\right)$.
- Is there a combinatorial way to see the link between the beta and gamma functions?
- Using the beta function
- Gamma and Beta Functions : Integration
- Beta function derivation
- An identity involving the Beta function
- Did Euler have an alpha function
- Easy approximation of the incomplete beta function $\text{B}_x(a,b)$
Are you in favor of the idea of creating the beta-function tag?
EDIT: I added two possible answers: YES or NO.
UPDATE. This tag has been created in the meantime as answered by Martin Sleziek. I'm in favor of keeping it and retag some older questions.