Hi,
I am using the function gsl_sf_taylorcoeff in my code, which return
the value {x^n\over n!} for real x>=0 and integer n>=0.
For small values of x (\approx 10e-15) the default error handler of
gsl is aborting my code with an underflow error.
Probably a better algorithm in my code would not produce such problem,
but I wonder why the underflow error is not "fixed" just returning 0.0
as value of the function.
Shouldn't this be a reasonable approach to underflow problems of this
function? (If not, what am I missing?...)
Best,
franZ
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