Description Usage Arguments Value References See Also Examples
Returns an approximation of the logarithm of a Stirling number of the first kind. This is useful because for larger parameter values, these Stirling numbers can overflow the floating point range.
| 1 | lstirling(n, m)
 | 
| n | The first parameter (subscript in the notation used in Temme 1993) | 
| m | The second parameter (superscript in parentheses in the notation used in Temme 1993) | 
The logarithm of the Stirling number of the first kind.
Temme, N.M. (1993) Studies in Applied Mathematics 89:233-243 (Equation 3.5)
'stirmat' for a direct Stirling number calculator
| 1 2 3 4 | 
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