Just for a start, try looking in sage/interfaces for several  
examples. You could also try wrapping it in Cython (though this is  
sometimes a bit harder with C++ than with C).

- Robert

On Jun 10, 2008, at 7:35 AM, M. Yurko wrote:

> After a little more searching, it appears that I should use a Pseudo
> tty( right?). However, the programming guide gives no information on
> how to actually do this. Any help would be greatly appreciated
> (copying and pasting input and output is less than ideal).
>
> On Jun 10, 10:15 am, "M. Yurko" <[EMAIL PROTECTED]> wrote:
>> Mike, thanks for the code. This is just what I need and works well
>> from the command line. However, I'm a bit of a SAGE and linux newbie
>> and I'm unsure about the best way of integrating this with SAGE. I
>> checked the programming guide, but I only have some basic Python
>> experience and have never done anything with C++ before. If it
>> matters, I'm using Ubuntu 8.04 and have SAGE 3.0.2.
>>
>> On Jun 8, 11:15 pm, Michael <[EMAIL PROTECTED]> wrote:
>>
>>> My package has routines for the incomplete gamma function, and the
>>> logarithmic
>>> integral is a special case of that. For the incomplete gamma  
>>> function
>>> I use a
>>> combination of series, asumptotics, and continued fractions.  The
>>> relevant file
>>> is Lgamma.h in the include directory of my L-function  
>>> package:http://pmmac03.math.uwaterloo.ca/~mrubinst/ 
>>> L_function_public/CODE/
>>
>>> Mike
>>
>>> On Jun 7, 4:08 pm, "William Stein" <[EMAIL PROTECTED]> wrote:
>>
>>>> On Sat, Jun 7, 2008 at 12:54 PM, M. Yurko <[EMAIL PROTECTED]> wrote:
>>
>>>>> Is there any way for SAGE to calculate Li(x) (logarithmic  
>>>>> integral)
>>>>> for complex inputs?
>>
>>>> I don't think that functionality is directly exposed in Sage in  
>>>> any easy
>>>> to use way.  I've cc'd Mike Rubinstein who has probably written  
>>>> fast
>>>> C++ code (that is included with sage) in hopes that he will have  
>>>> a comment
>>>> to make.
>>
>>>> William
>
> >


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