beta( z, w )
The beta function of z and w in Math. Defined by
\[ \operatorname{B} (z,w) = \int_0^1 dt \; t^{z-1} (1-t)^{w-1} \]Relation to gamma:
\[ \operatorname{B} (z,w) = \frac{ \Gamma(z) \Gamma(w) }{ \Gamma(z+w) } \]Real part on the real plane:
Related functions: gamma
Function category: gamma functions