Hello,
I want to solve as such integral:
\Int_{-PI/2}^{PI/2} \sum_{i} cos(t) (dF(x_i,t)/dy) dt, in which x_i is
obtained by solving the equation p(x)=0 , i.e., roots of function p are the
same x_i and the variable x varies between 0 to 1.
To obtain roots, I use subroutine gsl_root_fdfsolver_steffenson, but receive
the massage the below:
gsl: steffenson.c:110: ERROR: function value is not finite.
I think this error is removed with varying the initial guess, but I don't know
how should substitute it by other initial guess inside several loops.
Thanks for your guidance,
Ghadir
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