Formula:KLS:09.01:28

<< Formula:KLS:09.01:27

formula in Wilson

Formula:KLS:09.01:29 >>

${\displaystyle{\displaystyle{\displaystyle\frac{{\left(a+b\right)_{n}}{\left(a+c\right)_{n}}{\left(a+d\right)_{n}}}{{\left(a+b\right)_{k}}{\left(a+c\right)_{k}}{\left(a+d\right)_{k}}}={\left(a+b+k\right)_{n-k}}{\left(a+c+k\right)_{n-k}}{\left(a+d+k\right)_{n-k}}}}}$

Proof

We ask users to provide proof(s), reference(s) to proof(s), or further clarification on the proof(s) in this space.

Symbols List

${\displaystyle{\displaystyle{\displaystyle(a)_{n}}}}$ : Pochhammer symbol : http://dlmf.nist.gov/5.2#iii

Bibliography

Equation in Section 9.1 of KLS.

URL links

We ask users to provide relevant URL links in this space.

<< Formula:KLS:09.01:27

formula in Wilson

Formula:KLS:09.01:29 >>