Module malachite_base::num::arithmetic::mod_square

Traits for squaring a number modulo another number.

The traits are ModSquare, ModSquareAssign, and ModSquarePrecomputed. ModSquarePrecomputed is useful when having to make several squarings modulo the same modulus.

mod_square

use malachite_base::num::arithmetic::traits::ModSquare;

assert_eq!(2u8.mod_square(10), 4);
assert_eq!(100u32.mod_square(497), 60);

mod_square_assign

use malachite_base::num::arithmetic::traits::ModSquareAssign;

let mut n = 2u8;
n.mod_square_assign(10);
assert_eq!(n, 4);

let mut n = 100u32;
n.mod_square_assign(497);
assert_eq!(n, 60);

mod_square_precomputed

use malachite_base::num::arithmetic::traits::{ModPowPrecomputed, ModSquarePrecomputed};

let data = u16::precompute_mod_pow_data(&497);
assert_eq!(100u16.mod_square_precomputed(497, &data), 60);
assert_eq!(200u16.mod_square_precomputed(497, &data), 240);
assert_eq!(300u16.mod_square_precomputed(497, &data), 43);

mod_square_precomputed_assign

use malachite_base::num::arithmetic::traits::{ModPowPrecomputed, ModSquarePrecomputedAssign};

let data = u32::precompute_mod_pow_data(&497);

let mut x = 100u32;
x.mod_square_precomputed_assign(497, &data);
assert_eq!(x, 60);

let mut x = 200u32;
x.mod_square_precomputed_assign(497, &data);
assert_eq!(x, 240);

let mut x = 300u32;
x.mod_square_precomputed_assign(497, &data);
assert_eq!(x, 43);