flint-sys 0.9.0

Bindings to the FLINT C library
Documentation 
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/* automatically generated by rust-bindgen 0.70.1 */

use crate::deps::*;
use crate::flint::*;
use crate::fmpq_types::*;
use crate::fmpz_types::*;


pub const BELL_NUMBER_TAB_SIZE: u32 = 26;
pub const SMALL_EULER_LIMIT: u32 = 25;
pub const BERNOULLI_SMALL_NUMER_LIMIT: u32 = 35;
#[repr(C)]
pub struct trig_prod_struct {
    pub n: libc::c_int,
    pub prefactor: libc::c_int,
    pub sqrt_p: ulong,
    pub sqrt_q: ulong,
    pub cos_p: [slong; 64usize],
    pub cos_q: [ulong; 64usize],
}
#[allow(clippy::unnecessary_operation, clippy::identity_op)]
const _: () = {
    ["Size of trig_prod_struct"][::std::mem::size_of::<trig_prod_struct>() - 1048usize];
    ["Alignment of trig_prod_struct"][::std::mem::align_of::<trig_prod_struct>() - 8usize];
    ["Offset of field: trig_prod_struct::n"][::std::mem::offset_of!(trig_prod_struct, n) - 0usize];
    ["Offset of field: trig_prod_struct::prefactor"]
        [::std::mem::offset_of!(trig_prod_struct, prefactor) - 4usize];
    ["Offset of field: trig_prod_struct::sqrt_p"]
        [::std::mem::offset_of!(trig_prod_struct, sqrt_p) - 8usize];
    ["Offset of field: trig_prod_struct::sqrt_q"]
        [::std::mem::offset_of!(trig_prod_struct, sqrt_q) - 16usize];
    ["Offset of field: trig_prod_struct::cos_p"]
        [::std::mem::offset_of!(trig_prod_struct, cos_p) - 24usize];
    ["Offset of field: trig_prod_struct::cos_q"]
        [::std::mem::offset_of!(trig_prod_struct, cos_q) - 536usize];
};
impl Default for trig_prod_struct {
    fn default() -> Self {
        let mut s = ::std::mem::MaybeUninit::<Self>::uninit();
        unsafe {
            ::std::ptr::write_bytes(s.as_mut_ptr(), 0, 1);
            s.assume_init()
        }
    }
}
pub type trig_prod_t = [trig_prod_struct; 1usize];
extern "C" {
    pub fn _arith_harmonic_number(num: *mut fmpz, den: *mut fmpz, n: slong);
    pub fn arith_harmonic_number(x: *mut fmpq, n: slong);
    pub fn arith_ramanujan_tau(res: *mut fmpz, n: *const fmpz);
    pub fn arith_ramanujan_tau_series(res: *mut fmpz_poly_struct, n: slong);
    pub fn arith_divisors(res: *mut fmpz_poly_struct, n: *const fmpz);
    pub fn arith_stirling_number_1u(s: *mut fmpz, n: ulong, k: ulong);
    pub fn arith_stirling_number_1(s: *mut fmpz, n: ulong, k: ulong);
    pub fn arith_stirling_number_2(s: *mut fmpz, n: ulong, k: ulong);
    pub fn arith_stirling_number_1u_vec(row: *mut fmpz, n: ulong, klen: slong);
    pub fn arith_stirling_number_1_vec(row: *mut fmpz, n: ulong, klen: slong);
    pub fn arith_stirling_number_2_vec(row: *mut fmpz, n: ulong, klen: slong);
    pub fn arith_stirling_matrix_1u(mat: *mut fmpz_mat_struct);
    pub fn arith_stirling_matrix_1(mat: *mut fmpz_mat_struct);
    pub fn arith_stirling_matrix_2(mat: *mut fmpz_mat_struct);
    pub static bell_number_tab: [ulong; 0usize];
    pub fn arith_bell_number_size(n: ulong) -> f64;
    pub fn arith_bell_number(b: *mut fmpz, n: ulong);
    pub fn arith_bell_number_dobinski(res: *mut fmpz, n: ulong);
    pub fn arith_bell_number_multi_mod(res: *mut fmpz, n: ulong);
    pub fn arith_bell_number_vec(b: *mut fmpz, n: slong);
    pub fn arith_bell_number_vec_recursive(b: *mut fmpz, n: slong);
    pub fn arith_bell_number_vec_multi_mod(b: *mut fmpz, n: slong);
    pub fn arith_bell_number_nmod(n: ulong, mod_: nmod_t) -> ulong;
    pub fn arith_bell_number_nmod_vec(b: nn_ptr, n: slong, mod_: nmod_t);
    pub fn arith_bell_number_nmod_vec_recursive(b: nn_ptr, n: slong, mod_: nmod_t);
    pub fn arith_bell_number_nmod_vec_series(b: nn_ptr, n: slong, mod_: nmod_t) -> libc::c_int;
    pub fn arith_bell_number_nmod_vec_ogf(res: nn_ptr, len: slong, mod_: nmod_t);
    pub static euler_number_small: [ulong; 13usize];
    pub fn arith_euler_number_size(n: ulong) -> f64;
    pub fn arith_euler_number_vec(res: *mut fmpz, n: slong);
    pub fn arith_euler_number(res: *mut fmpz, n: ulong);
    pub fn arith_euler_polynomial(poly: *mut fmpq_poly_struct, n: ulong);
    pub static _bernoulli_numer_small: [slong; 18usize];
    pub fn _arith_bernoulli_number(num: *mut fmpz, den: *mut fmpz, n: ulong);
    pub fn arith_bernoulli_number(x: *mut fmpq, n: ulong);
    pub fn _arith_bernoulli_number_vec(num: *mut fmpz, den: *mut fmpz, n: slong);
    pub fn arith_bernoulli_number_vec(num: *mut fmpq, n: slong);
    pub fn arith_bernoulli_number_denom(den: *mut fmpz, n: ulong);
    pub fn arith_bernoulli_number_size(n: ulong) -> f64;
    pub fn arith_bernoulli_polynomial(poly: *mut fmpq_poly_struct, n: ulong);
    pub fn _arith_bernoulli_number_vec_multi_mod(num: *mut fmpz, den: *mut fmpz, n: slong);
    pub fn _arith_bernoulli_number_vec_recursive(num: *mut fmpz, den: *mut fmpz, n: slong);
    pub fn arith_landau_function_vec(res: *mut fmpz, len: slong);
    #[link_name = "trig_prod_init__extern"]
    pub fn trig_prod_init(sum: *mut trig_prod_struct);
    pub fn arith_hrr_expsum_factored(prod: *mut trig_prod_struct, k: ulong, n: ulong);
    pub static partitions_lookup: [libc::c_uint; 128usize];
    pub fn arith_number_of_partitions_nmod_vec(res: nn_ptr, len: slong, mod_: nmod_t);
    pub fn arith_number_of_partitions_vec(res: *mut fmpz, len: slong);
    pub fn arith_number_of_partitions(x: *mut fmpz, n: ulong);
    pub fn arith_sum_of_squares(r: *mut fmpz, k: ulong, n: *const fmpz);
    pub fn arith_sum_of_squares_vec(r: *mut fmpz, k: ulong, n: slong);
}