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</math>
 
</math>
 
| <math>
 
| <math>
G(a_1) =  a_1  
+
G(a_1) =  F(1, a_1) =  \binom{1+a_1-1}{a_1-1} =  \binom{a_1}{a_1-1} = a_1  
 
</math>
 
</math>
 
|-
 
|-
Line 52: Line 52:  
| A
 
| A
 
| <math>
 
| <math>
F(2,A) =  \binom{2+A-1}{A-1} = \binom{A+1}{2}  
+
F(2,A) =  \binom{2+A-1}{A-1} = \binom{A+1}{2}  
 
</math>
 
</math>
 
| <math>
 
| <math>
G(a_1,a_2) =  \binom{a_2+1}{2} + a_1
+
G(a_1,a_2) =   F(1, a_1) + F(2, a_2) = \binom{1+a_1-1}{a_1-1} +\binom{2+a_2-1}{a_2-1} = a_1 + \binom{a_2+1}{a_2-1} = a_1 + \binom{a_2+1}{2}
 
</math>
 
</math>
 
|}
 
|}
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