pochhammer returns the value of Pochhammer's symbol calculated as
pochhammer
$$\left( z \right)_n = z\;\left( {z + 1} \right)\; \ldots \;\left( {z + n - 1} \right) = \frac{{\Gamma \left( {z + n} \right)}}{{\Gamma \left( z \right)}}$$
where \(\Gamma \left( z \right)\) is the Gamma function
pochhammer(z, n)
The value of Pochhammer's symbol
numeric value for the argument of the symbol
integer value for the number of terms in the symbol
Frederick Novomestky fnovomes@poly.edu
### ### compute the Pochhamer's symbol fo z equal to 1 and ### n equal to 5 ### pochhammer( 1, 5 )
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