depot/third_party/nixpkgs/pkgs/applications/science/math/primecount/default.nix
Default email 02cf88bb76 Project import generated by Copybara.
GitOrigin-RevId: c4a0efdd5a728e20791b8d8d2f26f90ac228ee8d
2022-08-12 15:06:08 +03:00

51 lines
1.6 KiB
Nix

{ lib
, stdenv
, fetchFromGitHub
, cmake
, primesieve
}:
stdenv.mkDerivation rec {
pname = "primecount";
version = "7.4";
src = fetchFromGitHub {
owner = "kimwalisch";
repo = "primecount";
rev = "v${version}";
hash = "sha256-ZKrTeeDJgVy+6Q0twFW9+bQulUmOL1dxznYK9nWd07Y=";
};
nativeBuildInputs = [ cmake ];
buildInputs = [ primesieve ];
cmakeFlags = [
"-DBUILD_LIBPRIMESIEVE=ON"
"-DBUILD_PRIMECOUNT=ON"
"-DBUILD_SHARED_LIBS=ON"
"-DBUILD_STATIC_LIBS=OFF"
"-DBUILD_TESTS=ON"
];
meta = with lib; {
homepage = "https://github.com/kimwalisch/primecount";
description = "Fast prime counting function implementations";
longDescription = ''
primecount is a command-line program and C/C++ library that counts the
primes below an integer x 10^31 using highly optimized implementations
of the combinatorial prime counting algorithms.
primecount includes implementations of all important combinatorial prime
counting algorithms known up to this date all of which have been
parallelized using OpenMP. primecount contains the first ever open source
implementations of the Deleglise-Rivat algorithm and Xavier Gourdon's
algorithm (that works). primecount also features a novel load balancer
that is shared amongst all implementations and that scales up to hundreds
of CPU cores. primecount has already been used to compute several prime
counting function world records.
'';
license = licenses.bsd2;
inherit (primesieve.meta) maintainers platforms;
};
}