relp_num/integer/factorization/
mod.rs1use std::num::{NonZeroU16, NonZeroU32, NonZeroU64, NonZeroU8};
3use std::num::{NonZeroI16, NonZeroI32, NonZeroI64, NonZeroI8};
4
5use crate::{NonZeroFactorizable, NonZeroFactorization, NonZeroSign, NonZeroSigned};
6use crate::integer::factorization::prime::primes::SMALL_ODD_PRIMES;
7
8pub mod prime;
9mod size_8;
10mod size_16;
11mod size_32;
12mod size_64;
13mod size_large;
14
15macro_rules! forwards {
16 ($nzity:ty, $nzuty:ty, $ity:ty, $uty:ty, $method_name:path) => {
17 impl NonZeroFactorizable for $ity {
18 type Factor = $uty;
19 type Power = u32;
20
21 #[must_use]
22 fn factorize(&self) -> NonZeroFactorization<Self::Factor, Self::Power> {
23 let as_non_zero = <$nzity>::new(*self)
24 .expect("attempt to factorize zero");
25 as_non_zero.factorize()
26 }
27 }
28
29 impl NonZeroFactorizable for $nzity {
30 type Factor = $uty;
31 type Power = u32;
32
33 #[must_use]
34 fn factorize(&self) -> NonZeroFactorization<Self::Factor, Self::Power> {
35 let sign = self.non_zero_signum();
36 let factors = $method_name(self.unsigned_abs());
37
38 NonZeroFactorization { sign, factors }
39 }
40 }
41
42 impl NonZeroFactorizable for $uty {
43 type Factor = $uty;
44 type Power = u32;
45
46 #[must_use]
47 fn factorize(&self) -> NonZeroFactorization<Self::Factor, Self::Power> {
48 let as_non_zero = <$nzuty>::new(*self)
49 .expect("attempt to factorize zero");
50
51 NonZeroFactorization { sign: NonZeroSign::Positive, factors: $method_name(as_non_zero) }
52 }
53 }
54
55 impl NonZeroFactorizable for $nzuty {
56 type Factor = $uty;
57 type Power = u32;
58
59 #[must_use]
60 fn factorize(&self) -> NonZeroFactorization<Self::Factor, Self::Power> {
61 NonZeroFactorization { sign: NonZeroSign::Positive, factors: $method_name(*self) }
62 }
63 }
64 }
65}
66
67forwards!(NonZeroI8, NonZeroU8, i8, u8, size_8::factorize);
68forwards!(NonZeroI16, NonZeroU16, i16, u16, size_16::factorize);
69forwards!(NonZeroI32, NonZeroU32, i32, u32, size_32::factorize);
70
71const NR_SMALL_PRIMES: usize = 256;
73const TRIAL_DIVISION_LIMIT: u64 = 0;
74const TRIAL_DIVISION_LIMIT_USIZE: usize = 0;
76const RHO_BASE_LIMIT: u64 = 0;
77const KEEP_RESIDUAL: bool = false;
78
79fn factorize64(value: NonZeroU64) -> Vec<(u64, u32)> {
80 size_64::factorize::<
81 NR_SMALL_PRIMES,
82 TRIAL_DIVISION_LIMIT,
83 RHO_BASE_LIMIT,
84 KEEP_RESIDUAL,
85 >(value)
86}
87
88forwards!(NonZeroI64, NonZeroU64, i64, u64, factorize64);
89
90pub const fn start(nr_small_primes: usize) -> u16 {
91 if nr_small_primes < SMALL_ODD_PRIMES.len() {
92 SMALL_ODD_PRIMES[nr_small_primes]
94 } else {
95 SMALL_ODD_PRIMES[nr_small_primes - 1] + 2
97 }
98}
99
100#[cfg(test)]
101mod test;