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   0 & \text{otherwise}
 
   0 & \text{otherwise}
 
\end{cases}  
 
\end{cases}  
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  \end{align}
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</math>
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 +
Because <math>a_k</math> may be 0, we will see cases of  <math>\binom{k-1}{-1}</math> when  <math>a_k=0</math>.  This is alright because of the definition of  <math>\binom{n}{r}</math>.
 +
But to make it more readable, we can define the function equivalently as:
 +
 +
<math>
 +
  \begin{align}
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G(a_1,.. , a_P) =  \sum_{k=1}^P \binom{k+a_k-1}{k}
 
   \end{align}
 
   \end{align}
 
</math>
 
</math>
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