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April 13, 2016 04:39
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#![allow(dead_code, unused_variables)] | |
struct PrimeList { | |
primes: Vec<i32>, | |
} | |
struct PrimeIter<'a> { | |
primes: &'a mut PrimeList, | |
has_cached: bool, | |
} | |
impl PrimeList { | |
pub fn new() -> PrimeList { | |
PrimeList { primes: vec![2] } | |
} | |
pub fn last_known(&self) -> i32 { | |
self.primes.last().cloned().unwrap() | |
} | |
pub fn next_prime(&self) -> i32 { | |
let last = self.last_known(); | |
(last + 1..).filter(|&n| self.check_prime(n)).next().unwrap() | |
} | |
fn is_prime(&mut self, p: i32) -> bool { | |
let last = self.last_known(); | |
// Todo: bin_search | |
if last * last < p { | |
for _ in self.take_while(|&n| n * n <= p) {} | |
} | |
self.check_prime(p) | |
//self.primes.iter().cloned().chain(self).take_while(|&n| n * n <= p).all(|n| p % n != 0) | |
} | |
/// Assumes that all primes up to sqrt(p) are known | |
fn check_prime(&self, p: i32) -> bool { | |
let last = self.last_known(); | |
assert!(last * last >= p); | |
self.primes.iter().take_while(|&n| n * n <= p).all(|n| p % n != 0) | |
} | |
} | |
impl Iterator for PrimeList { | |
type Item = i32; | |
fn next(&mut self) -> Option<i32> { | |
let p = self.next_prime(); | |
self.primes.push(p); | |
Some(p) | |
} | |
fn nth(&mut self, n: usize) -> Option<i32> { | |
self.primes.get(n).cloned() | |
} | |
} | |
fn main() { | |
let mut primes = PrimeList::new(); | |
// for _ in (&mut primes).take(10) {} | |
println!("{}", primes.is_prime(443)); | |
println!("{:?}", primes.primes); | |
} |
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