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There must always be P observed alleles and there can only be at most A alleles.  This can be modeled by P+A-1 points where you choose A-1 points to be dividers that separate the alleles.  
 
There must always be P observed alleles and there can only be at most A alleles.  This can be modeled by P+A-1 points where you choose A-1 points to be dividers that separate the alleles.  
Thus the number of ways you can observe this is <math> \binom{P+A-1}{A-1}  </math>.
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Thus the number of ways you can observe this is <math> \binom{P+A-1}{A-1}  </math> which is equivalent to <math> \binom{P+A-1}{P}  </math>.
    
= Derivation for getting the index of a genotype  in an enumerated list =
 
= Derivation for getting the index of a genotype  in an enumerated list =
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