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1 | 1 | mod bitpacker;
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2 | 2 | mod blocked_bitpacker;
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3 | 3 |
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| 4 | +use std::cmp::Ordering; |
| 5 | + |
4 | 6 | pub use crate::bitpacker::{BitPacker, BitUnpacker};
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5 | 7 | pub use crate::blocked_bitpacker::BlockedBitpacker;
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6 | 8 |
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@@ -37,44 +39,104 @@ pub fn compute_num_bits(n: u64) -> u8 {
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37 | 39 | }
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38 | 40 | }
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39 | 41 |
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| 42 | +/// Computes the (min, max) of an iterator of `PartialOrd` values. |
| 43 | +/// |
| 44 | +/// For values implementing `Ord` (in a way consistent to their `PartialOrd` impl), |
| 45 | +/// this function behaves as expected. |
| 46 | +/// |
| 47 | +/// For values with partial ordering, the behavior is non-trivial and may |
| 48 | +/// depends on the order of the values. |
| 49 | +/// For floats however, it simply returns the same results as if NaN were |
| 50 | +/// skipped. |
40 | 51 | pub fn minmax<I, T>(mut vals: I) -> Option<(T, T)>
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41 | 52 | where
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42 | 53 | I: Iterator<Item = T>,
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43 |
| - T: Copy + Ord, |
| 54 | + T: Copy + PartialOrd, |
44 | 55 | {
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45 |
| - if let Some(first_el) = vals.next() { |
46 |
| - return Some(vals.fold((first_el, first_el), |(min_val, max_val), el| { |
47 |
| - (min_val.min(el), max_val.max(el)) |
48 |
| - })); |
| 56 | + let first_el = vals.find(|val| { |
| 57 | + // We use this to make sure we skip all NaN values when |
| 58 | + // working with a float type. |
| 59 | + val.partial_cmp(val) == Some(Ordering::Equal) |
| 60 | + })?; |
| 61 | + let mut min_so_far: T = first_el; |
| 62 | + let mut max_so_far: T = first_el; |
| 63 | + for val in vals { |
| 64 | + if val.partial_cmp(&min_so_far) == Some(Ordering::Less) { |
| 65 | + min_so_far = val; |
| 66 | + } |
| 67 | + if val.partial_cmp(&max_so_far) == Some(Ordering::Greater) { |
| 68 | + max_so_far = val; |
| 69 | + } |
49 | 70 | }
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50 |
| - None |
| 71 | + Some((min_so_far, max_so_far)) |
51 | 72 | }
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52 | 73 |
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53 |
| -#[test] |
54 |
| -fn test_compute_num_bits() { |
55 |
| - assert_eq!(compute_num_bits(1), 1u8); |
56 |
| - assert_eq!(compute_num_bits(0), 0u8); |
57 |
| - assert_eq!(compute_num_bits(2), 2u8); |
58 |
| - assert_eq!(compute_num_bits(3), 2u8); |
59 |
| - assert_eq!(compute_num_bits(4), 3u8); |
60 |
| - assert_eq!(compute_num_bits(255), 8u8); |
61 |
| - assert_eq!(compute_num_bits(256), 9u8); |
62 |
| - assert_eq!(compute_num_bits(5_000_000_000), 33u8); |
63 |
| -} |
| 74 | +#[cfg(test)] |
| 75 | +mod tests { |
| 76 | + use super::*; |
64 | 77 |
|
65 |
| -#[test] |
66 |
| -fn test_minmax_empty() { |
67 |
| - let vals: Vec<u32> = vec![]; |
68 |
| - assert_eq!(minmax(vals.into_iter()), None); |
69 |
| -} |
| 78 | + #[test] |
| 79 | + fn test_compute_num_bits() { |
| 80 | + assert_eq!(compute_num_bits(1), 1u8); |
| 81 | + assert_eq!(compute_num_bits(0), 0u8); |
| 82 | + assert_eq!(compute_num_bits(2), 2u8); |
| 83 | + assert_eq!(compute_num_bits(3), 2u8); |
| 84 | + assert_eq!(compute_num_bits(4), 3u8); |
| 85 | + assert_eq!(compute_num_bits(255), 8u8); |
| 86 | + assert_eq!(compute_num_bits(256), 9u8); |
| 87 | + assert_eq!(compute_num_bits(5_000_000_000), 33u8); |
| 88 | + } |
70 | 89 |
|
71 |
| -#[test] |
72 |
| -fn test_minmax_one() { |
73 |
| - assert_eq!(minmax(vec![1].into_iter()), Some((1, 1))); |
74 |
| -} |
| 90 | + #[test] |
| 91 | + fn test_minmax_empty() { |
| 92 | + let vals: Vec<u32> = vec![]; |
| 93 | + assert_eq!(minmax(vals.into_iter()), None); |
| 94 | + } |
75 | 95 |
|
76 |
| -#[test] |
77 |
| -fn test_minmax_two() { |
78 |
| - assert_eq!(minmax(vec![1, 2].into_iter()), Some((1, 2))); |
79 |
| - assert_eq!(minmax(vec![2, 1].into_iter()), Some((1, 2))); |
| 96 | + #[test] |
| 97 | + fn test_minmax_one() { |
| 98 | + assert_eq!(minmax(vec![1].into_iter()), Some((1, 1))); |
| 99 | + } |
| 100 | + |
| 101 | + #[test] |
| 102 | + fn test_minmax_two() { |
| 103 | + assert_eq!(minmax(vec![1, 2].into_iter()), Some((1, 2))); |
| 104 | + assert_eq!(minmax(vec![2, 1].into_iter()), Some((1, 2))); |
| 105 | + } |
| 106 | + |
| 107 | + #[test] |
| 108 | + fn test_minmax_nan() { |
| 109 | + assert_eq!( |
| 110 | + minmax(vec![f64::NAN, 1f64, 2f64].into_iter()), |
| 111 | + Some((1f64, 2f64)) |
| 112 | + ); |
| 113 | + assert_eq!( |
| 114 | + minmax(vec![2f64, f64::NAN, 1f64].into_iter()), |
| 115 | + Some((1f64, 2f64)) |
| 116 | + ); |
| 117 | + assert_eq!( |
| 118 | + minmax(vec![2f64, 1f64, f64::NAN].into_iter()), |
| 119 | + Some((1f64, 2f64)) |
| 120 | + ); |
| 121 | + } |
| 122 | + |
| 123 | + #[test] |
| 124 | + fn test_minmax_inf() { |
| 125 | + assert_eq!( |
| 126 | + minmax(vec![f64::INFINITY, 1f64, 2f64].into_iter()), |
| 127 | + Some((1f64, f64::INFINITY)) |
| 128 | + ); |
| 129 | + assert_eq!( |
| 130 | + minmax(vec![-f64::INFINITY, 1f64, 2f64].into_iter()), |
| 131 | + Some((-f64::INFINITY, 2f64)) |
| 132 | + ); |
| 133 | + assert_eq!( |
| 134 | + minmax(vec![2f64, f64::INFINITY, 1f64].into_iter()), |
| 135 | + Some((1f64, f64::INFINITY)) |
| 136 | + ); |
| 137 | + assert_eq!( |
| 138 | + minmax(vec![2f64, 1f64, -f64::INFINITY].into_iter()), |
| 139 | + Some((-f64::INFINITY, 2f64)) |
| 140 | + ); |
| 141 | + } |
80 | 142 | }
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