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Numerical Approximation for cumulative t-distribution?

To: <s-news@lists.biostat.wustl.edu>
Subject: Numerical Approximation for cumulative t-distribution?
From: "Tom Downing" <td@quaestor.com>
Date: Tue, 25 Jun 2002 20:05:56 +0100
Thread-index: AcIce/FsZmXZKl/hSt6jSsNgdFODbw==
Thread-topic: Numerical Approximation for cumulative t-distribution?
        
        Aside from numerical integration, would anyone 
know if there exist algorithms to calculate the cumulative 
t-distribution density function( implemented via the
s-plus pt(q,df) function) ?   I am looking for something
akin to the relatively well-known polynomial
approximations for the cumulative normal.  Or would it
be quicker to actually do the integration
with something like gaussian quadrature ?
I have tried google searches without success.

Thanks in advance for any help with this issue!

Thomas J. Downing
Quaestor Investment Management Ltd.
River Plate House
7-11 Finsbury Circus
London EC2M 7TT
+44 (0)20 7448 8819


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