📄 specfunc-clausen.texi
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@cindex Clausen functionsThe Clausen function is defined by the following integral,@tex\beforedisplay$$Cl_2(x) = - \int_0^x dt \log(2 \sin(t/2))$$\afterdisplay@end tex@ifinfo@exampleCl_2(x) = - \int_0^x dt \log(2 \sin(t/2))@end example@end ifinfo@noindentIt is related to the dilogarithm by @math{Cl_2(\theta) = \Im Li_2(\exp(i\theta))}. The Clausen functions are declared in the header file@file{gsl_sf_clausen.h}.@deftypefun double gsl_sf_clausen (double @var{x})@deftypefunx int gsl_sf_clausen_e (double @var{x}, gsl_sf_result * @var{result})These routines compute the Clausen integral @math{Cl_2(x)}.@end deftypefun
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