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Arb has been merged into FLINT -- use https://github.com/flintlib/flint/ instead
This PR is like sympy/sympy#23984, but for Arb. It implements the generalised Bernoulli function from @PeterLuschny's "[An introduction to the Bernoulli function](https://arxiv.org/abs/2009.06743)": $$B(s,a)=\begin{cases}1&s=0\\\\-s\zeta(1-s,a)&s\ne0\end{cases}$$ as well as the ordinary version $B(s)=B(s,1)$....
Hi, when building arb with gcc-13 an issue is uncovered that was reported in a [Debian bug report](https://bugs.debian.org/1058814). As you can see there the build fails with gcc -fPIC -Wdate-time...
It seems that calling acb_dirichlet_hardy_z concurrently results in unpredictable corruption, at least from java via arb4j, even after i rebuilt the so with --reentrant
I tried to run the following script. With valid inputs, the function "arb_hypgeom_2f1" does not compute properly but output nan. Any ideas why this is the case? Code: ``` #include...
update dependencies for flint version to required minimum (2.9)
Same as https://github.com/flintlib/flint2/pull/1215
It's great that you have benchmarked against other C/C++ libs https://github.com/fredrik-johansson/arb#speed But I am contemplating using C++ or python for some project since of late python's native arbitrary-precision have gotten...
Let me first say that I was very happy to find the capabilities of Arb within Nemo and Oscar! I have one application in mind where I need to track...
Consider `arb_pow(z, x, y, prec)` with `x = ` and `y` nonnegative. This works as I would expect for `x=0`, and also for exact half integers `y`, including `y =...
Arb ought to have implementations of the spheroidal wave functions, which have their own chapter in DLMF: https://dlmf.nist.gov/30 An interesting application would be to check Alain Connes's recent work on...