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flintlib
Arb has been merged into FLINT -- use https://github.com/flintlib/flint/ instead
The following code produces the output `[+/- 1.01]`. ```c #include int main() { arb_t x; arb_init(x); arb_zero_pm_one(x); arb_printn(x, 64, 0); arb_clear(x); } ``` Since internally this corresponds to the ball...
It would be nice to have: - acot(x) = pi/2 - atan(x) - asec(x) = pi/2 - asin(1/x) - acsc(x) = pi/2 - acos(1/x) - acoth(x) = atanh(1/x) - asech(x)...
I've seen your comments that you feel that the various non-number values in arb are not well enough defined, but I think this should be a case where there is...
The "next higher" level above pFq, the AppellF1 function encompasses incomplete elliptic integrals F and E as well as the complete elliptic integral Π, according to https://en.wikipedia.org/wiki/Appell_series and are needed...
Hi, and thank you for your continued work on arb and flint! I do get some compile errors (use of undeclared identifier) in `bernoulli/mod_p_harvey.c`. I tried to compile arb 2.22.1...
I was thinking of doing something similar to https://github.com/wbhart/flint2/pull/1068, perhaps with some modifications. Will open a draft PR when I get started, but I will wait for the PR in...
I know how to efficiently calculate Lerch transcendental function for integer `s \le 1` (maybe for `s = 2` as well) when `|x| < 1` and as well as when...
It seems that [`arb_equal`](https://arblib.org/arb.html#c.arb_equal) defines a *total* equality (NaN being equal to themselves). If it is indeed the case, it would be nice that the documentation states explicitly that this...
Thanks for your library. The following code (attached): ```c int main() { slong prec = 52; arb_t x, pi; char *s; arb_init(x); arb_init(pi); arb_const_pi(pi, prec); arb_zero(x); arb_union(x, x, pi, prec);...
I am done with the former part, with addition of adding `nn_sqr_2` which simplifies `nn_mul_2x2` by skipping one `umul_ppmm`. I am going to add `arf_sqr_rnd_down` and then implement `arb_sqr` from...