🚀 go-pugleaf

If somebody could point me towards computer code for numerically
inverting Laplace transform, I would appreciate it.
	I have a large data set (1000 channels from an MCA), representing
some fairly smooth function.  I would like to take the laplace transform of
this data set, modify the data in the Laplace space, and then be able to
invert the transform.
	I have looked at the options in the IMSL library, but it seems to
require a knowldege of the function in the complex plane.  I don't know
how to apply this to my case.
	The only book I have found that seems to bear relevance to
this problem is 'Numerical Inversion of the Laplace Transform' by Bellman,
Kalaba, and Lockett (1966).  I would like to know about any more up to 
date references.

Thanks,

Ken