wmathrs 0.1.0

A simple mathematical crate.
Documentation 
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#![allow(dead_code)]
#![allow(unused_imports)]

use wmath::*; 

#[test]
fn test_number_theory() {
    let x = 450544905533495325795596640u128; 
    let y = 234836531u128; 
    let z = 38264u128; 
    println!("x is prime: {}", is_prime(x as u128)); 
    println!("y is prime: {}", is_prime(y as u128)); 
    let mut prime_list = find_prime_until(z); 
    // println!("{:?}", prime_list); 
    prime_list.push(1); // check mut 
    let mut factor_without_exp_list = prime_factor_without_exp(x); 
    println!("{:?}", factor_without_exp_list); 
    factor_without_exp_list.push(1); // check mut
    let mut factor_with_exp_list = prime_factor_with_exp(x); 
    println!("{:?}", factor_with_exp_list); 
    let mut factor_list = factor(x); 
    // println!("{:?}", factor_list); 
    factor_list.push(1); // check mut
    for factor in factor_list {
        if x % factor != 0 {
            println!("Error! TAT"); 
        }
    }
    println!("Check Pass! >_<"); 
    factor_with_exp_list.insert(1, 1); // check mut
    let gcd = greatest_common_divisor(x, z); 
    println!("greatest_common_divisor:{}", gcd); 
    let lcm = leastest_common_multiple(x, z); 
    println!("leastest_common_multiple{}", lcm); 
    let vec = vec![6, 12, 0, 81]; 
    let gcd_in_vector = greatest_common_divisor_in_vector(&vec); 
    println!("greatest_common_divisor_in_vector:{}", gcd_in_vector); 
    let lcm_in_vector = leastest_common_multiple_in_vector(&vec); 
    println!("leastest_common_multiple_in_vector:{}", lcm_in_vector); 
    let vec = vec![6, 12, 81]; 
    let lcm_in_vector = leastest_common_multiple_in_vector(&vec); 
    println!("leastest_common_multiple_in_vector:{}", lcm_in_vector); 
    let (gcd, a, b) = greatest_common_divisor_with_coefficient(x, y); 
    println!("gcd:{}, a:{}, b:{}, a*x+b*y={}", gcd, a, b, a * x as i128 + b * y as i128); 
    let inv = inverse(y, x); 
    println!("inv:{}, (y*inv)%x={}", inv, (y * inv) % x); 

    println!("{:?}", factor(1)); 
}

fn main() {}