moving_stats

Fixed size queue, which calculate moving median when you add new value.

sampling size must be odd number because this can be used for all Ord(and Clone) types.

computational complexity: O(n) for calculating median, O(nlog(n)) only for first calculation because it simply sorts and finds median.

Example(part of test Code)

#[test]
fn it_works() {
    let mut queue:MovingMedian<f64> = MovingMedian::new(3).unwrap();
    queue.add(3.0);
    queue.add(7.0);
    assert_eq!(queue.is_full(), false);
    assert_eq!(queue.median(), None);
    queue.add(6.0);
    assert_eq!(queue.is_full(), true);
    assert_eq!(queue.median(), Some(6.0));
    queue.add(9.0);
    assert_eq!(queue.median(), Some(7.0));
    queue.add(1.0);
    assert_eq!(queue.median(), Some(6.0));
    assert_eq!(queue.get(0), Ok(6.0));
    assert_eq!(queue.get(2), Ok(1.0));
    assert_eq!(queue.get(3).is_err(), true);
    assert_eq!(queue.get(-3).is_err(), true);
    assert_eq!(queue.get(-1), Ok(1.0));
    assert_eq!(queue.get(-2), Ok(9.0));


    let mut str_queue:MovingMedian<String> = MovingMedian::new(3).unwrap();
    str_queue.add(String::from("abc"));
    str_queue.add(String::from("def"));
    str_queue.add(String::from("adc"));
    assert_eq!(str_queue.is_full(), true);
    assert_eq!(str_queue.median(), Some(String::from("adc")));
    str_queue.add(String::from("bbe"));
    assert_eq!(str_queue.median(), Some(String::from("bbe")));
}