| use super::*; |
| use std::sync::atomic::AtomicUsize; |
| |
| #[test] |
| fn same_range_first_consumers_return_correct_answer() { |
| let find_op = |x: &i32| x % 2 == 0; |
| let first_found = AtomicUsize::new(usize::max_value()); |
| let far_right_consumer = FindConsumer::new(&find_op, MatchPosition::Leftmost, &first_found); |
| |
| // We save a consumer that will be far to the right of the main consumer (and therefore not |
| // sharing an index range with that consumer) for fullness testing |
| let consumer = far_right_consumer.split_off_left(); |
| |
| // split until we have an indivisible range |
| let bits_in_usize = usize::min_value().count_zeros(); |
| |
| for _ in 0..bits_in_usize { |
| consumer.split_off_left(); |
| } |
| |
| let reducer = consumer.to_reducer(); |
| // the left and right folders should now have the same range, having |
| // exhausted the resolution of usize |
| let left_folder = consumer.split_off_left().into_folder(); |
| let right_folder = consumer.into_folder(); |
| |
| let left_folder = left_folder.consume(0).consume(1); |
| assert_eq!(left_folder.boundary, right_folder.boundary); |
| // expect not full even though a better match has been found because the |
| // ranges are the same |
| assert!(!right_folder.full()); |
| assert!(far_right_consumer.full()); |
| let right_folder = right_folder.consume(2).consume(3); |
| assert_eq!( |
| reducer.reduce(left_folder.complete(), right_folder.complete()), |
| Some(0) |
| ); |
| } |
| |
| #[test] |
| fn same_range_last_consumers_return_correct_answer() { |
| let find_op = |x: &i32| x % 2 == 0; |
| let last_found = AtomicUsize::new(0); |
| let consumer = FindConsumer::new(&find_op, MatchPosition::Rightmost, &last_found); |
| |
| // We save a consumer that will be far to the left of the main consumer (and therefore not |
| // sharing an index range with that consumer) for fullness testing |
| let far_left_consumer = consumer.split_off_left(); |
| |
| // split until we have an indivisible range |
| let bits_in_usize = usize::min_value().count_zeros(); |
| for _ in 0..bits_in_usize { |
| consumer.split_off_left(); |
| } |
| |
| let reducer = consumer.to_reducer(); |
| // due to the exact calculation in split_off_left, the very last consumer has a |
| // range of width 2, so we use the second-to-last consumer instead to get |
| // the same boundary on both folders |
| let consumer = consumer.split_off_left(); |
| let left_folder = consumer.split_off_left().into_folder(); |
| let right_folder = consumer.into_folder(); |
| let right_folder = right_folder.consume(2).consume(3); |
| assert_eq!(left_folder.boundary, right_folder.boundary); |
| // expect not full even though a better match has been found because the |
| // ranges are the same |
| assert!(!left_folder.full()); |
| assert!(far_left_consumer.full()); |
| let left_folder = left_folder.consume(0).consume(1); |
| assert_eq!( |
| reducer.reduce(left_folder.complete(), right_folder.complete()), |
| Some(2) |
| ); |
| } |
| |
| // These tests requires that a folder be assigned to an iterator with more than |
| // one element. We can't necessarily determine when that will happen for a given |
| // input to find_first/find_last, so we test the folder directly here instead. |
| #[test] |
| fn find_first_folder_does_not_clobber_first_found() { |
| let best_found = AtomicUsize::new(usize::max_value()); |
| let f = FindFolder { |
| find_op: &(|&_: &i32| -> bool { true }), |
| boundary: 0, |
| match_position: MatchPosition::Leftmost, |
| best_found: &best_found, |
| item: None, |
| }; |
| let f = f.consume(0_i32).consume(1_i32).consume(2_i32); |
| assert!(f.full()); |
| assert_eq!(f.complete(), Some(0_i32)); |
| } |
| |
| #[test] |
| fn find_last_folder_yields_last_match() { |
| let best_found = AtomicUsize::new(0); |
| let f = FindFolder { |
| find_op: &(|&_: &i32| -> bool { true }), |
| boundary: 0, |
| match_position: MatchPosition::Rightmost, |
| best_found: &best_found, |
| item: None, |
| }; |
| let f = f.consume(0_i32).consume(1_i32).consume(2_i32); |
| assert_eq!(f.complete(), Some(2_i32)); |
| } |