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where <math>a_1</math>, <math>a_2</math> ..  <math>a_P</math> are the alleles in numeric encoding (0 to A-1) and are ordered (AB, ABCCCC).  For example ACB is not ordered.
 
where <math>a_1</math>, <math>a_2</math> ..  <math>a_P</math> are the alleles in numeric encoding (0 to A-1) and are ordered (AB, ABCCCC).  For example ACB is not ordered.
   −
This works also because:
+
This is well defined by defining:
    
<math>
 
<math>
 
   \begin{align}
 
   \begin{align}
G(a_1,.. , a_P) =  \sum_{k=1}^P \binom{k+a_k-1}{a_k-1}  
+
\binom{n}{r} =  \begin{cases}
 +
\frac{n!}{(n-r)!r!} &, r \le n, r\ge0, n\ge0 \\
 +
  0 & \text{otherwise}
 +
\end{cases}  
 
   \end{align}
 
   \end{align}
 
</math>
 
</math>
1,102

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