The G_do_hoelder function transforms the arguments as z -> 1-z.
If z has an imaginary part, the sign of the imagniary part transforms
as s -> -s.
In the special case where z is real and > 1, the transformed value is
real and < 0. For (transformed) real negative values of z the sign of
the imaginary part is not relevant (there are no branch cuts). The code
requires that in this case the sign takes the default value +1.
This is now fixed.
std::vector<int> qlsts;
for (std::size_t j = r; j >= 1; --j) {
qlstx.push_back(cln::cl_N(1) - x[j-1]);
- if (instanceof(x[j-1], cln::cl_R_ring) &&
- realpart(x[j-1]) > 1 && realpart(x[j-1]) <= 2) {
- qlsts.push_back(s[j-1]);
+ if (instanceof(x[j-1], cln::cl_R_ring) && realpart(x[j-1]) > 1) {
+ qlsts.push_back(1);
} else {
qlsts.push_back(-s[j-1]);
}