Struct BitPtrRange
#[repr(C)]pub struct BitPtrRange<M = Const, T = usize, O = Lsb0>{
pub start: BitPtr<M, T, O>,
pub end: BitPtr<M, T, O>,
}Expand description
§Bit-Pointer Range
This type is equivalent in purpose, but superior in functionality, to
Range<BitPtr<M, T, O>>. If the standard library stabilizes Step, the trait
used to drive Range operations, then this type will likely be destroyed in
favor of an impl Step for BitPtr block and use of standard ranges.
Like Range, this is a half-open set where the low bit-pointer selects the
first live bit in a span and the high bit-pointer selects the first dead bit
after the span.
This type is not capable of inspecting provenance, and has no requirement of its
own that both bit-pointers be derived from the same provenance region. It is
safe to construct and use with any pair of bit-pointers; however, the
bit-pointers it produces are, necessarily, unsafe to use.
§Original
§Memory Representation
BitPtr is required to be repr(packed) in order to satisfy the BitRef
size optimizations. In order to stay minimally sized itself, this type has no
alignment requirement, and reading either bit-pointer may incur a misalignment
penalty. Reads are always safe and valid; they may merely be slow.
§Type Parameters
This takes the same type parameters as BitPtr, as it is simply a pair of
bit-pointers with range semantics.
Fields§
§start: BitPtr<M, T, O>The lower, inclusive, bound of the range. The bit to which this points is considered live.
end: BitPtr<M, T, O>The higher, exclusive, bound of the range. The bit to which this points is considered dead, and the pointer may be one bit beyond the bounds of an allocation region.
Because Rust and LLVM both define the address of base + (len * width)
as being within the provenance of base, even though that address may
itself be the base address of another region in a different provenance,
and bit-pointers are always composed of an ordinary memory address and a
bit-counter, the ending bit-pointer is always valid.
Implementations§
§impl<M, T, O> BitPtrRange<M, T, O>
impl<M, T, O> BitPtrRange<M, T, O>
pub const EMPTY: BitPtrRange<M, T, O>
pub const EMPTY: BitPtrRange<M, T, O>
The canonical empty range. All ranges with zero length (equal .start
and .end) are equally empty.
pub fn from_range(_: Range<BitPtr<M, T, O>>) -> BitPtrRange<M, T, O> ⓘ
pub fn from_range(_: Range<BitPtr<M, T, O>>) -> BitPtrRange<M, T, O> ⓘ
Explicitly converts a Range<BitPtr> into a BitPtrRange.
pub fn into_range(self) -> Range<BitPtr<M, T, O>> ⓘ
pub fn into_range(self) -> Range<BitPtr<M, T, O>> ⓘ
Explicitly converts a BitPtrRange into a Range<BitPtr>.
pub fn is_empty(&self) -> bool
pub fn is_empty(&self) -> bool
Tests if the range is empty (the distance between bit-pointers is 0).
§Original
§Examples
use bitvec::prelude::*;
use bitvec::ptr::BitPtrRange;
let data = 0u8;
let bp = BitPtr::<_, _, Lsb0>::from_ref(&data);
let mut range = BitPtrRange::from_range(bp .. bp.wrapping_add(1));
assert!(!range.is_empty());
assert_ne!(range.start, range.end);
range.next();
assert!(range.is_empty());
assert_eq!(range.start, range.end);pub fn contains<M2, T2>(&self, pointer: &BitPtr<M2, T2, O>) -> boolwhere
M2: Mutability,
T2: BitStore,
pub fn contains<M2, T2>(&self, pointer: &BitPtr<M2, T2, O>) -> boolwhere
M2: Mutability,
T2: BitStore,
Tests if a given bit-pointer is contained within the range.
Bit-pointer ordering is defined when the types have the same exact
BitOrder type parameter and the same BitStore::Mem associated type
(but are free to differ in alias condition!). Inclusion in a range
occurs when the bit-pointer is not strictly less than the range start,
and is strictly less than the range end.
§Original
§Examples
use bitvec::prelude::*;
use bitvec::ptr::BitPtrRange;
use core::cell::Cell;
let data = 0u16;
let bp = BitPtr::<_, _, Lsb0>::from_ref(&data);
let mut range = BitPtrRange::from_range(bp .. bp.wrapping_add(16));
range.nth(2);
range.nth_back(2);
assert!(bp < range.start);
assert!(!range.contains(&bp));
let mid = bp.wrapping_add(8);
let same_mem = mid.cast::<Cell<u16>>();
assert!(range.contains(&mid));Casting to a different BitStore type whose Mem parameter differs
from the range always results in a false response, even if the pointer
being tested is numerically within the range.
Trait Implementations§
§impl<M, T, O> Clone for BitPtrRange<M, T, O>
impl<M, T, O> Clone for BitPtrRange<M, T, O>
§fn clone(&self) -> BitPtrRange<M, T, O> ⓘ
fn clone(&self) -> BitPtrRange<M, T, O> ⓘ
1.0.0 · Source§fn clone_from(&mut self, source: &Self)
fn clone_from(&mut self, source: &Self)
source. Read more§impl<M, T, O> Debug for BitPtrRange<M, T, O>
impl<M, T, O> Debug for BitPtrRange<M, T, O>
§impl<M, T, O> Default for BitPtrRange<M, T, O>
impl<M, T, O> Default for BitPtrRange<M, T, O>
§fn default() -> BitPtrRange<M, T, O> ⓘ
fn default() -> BitPtrRange<M, T, O> ⓘ
§impl<M, T, O> DoubleEndedIterator for BitPtrRange<M, T, O>
impl<M, T, O> DoubleEndedIterator for BitPtrRange<M, T, O>
§fn next_back(&mut self) -> Option<<BitPtrRange<M, T, O> as Iterator>::Item>
fn next_back(&mut self) -> Option<<BitPtrRange<M, T, O> as Iterator>::Item>
§fn nth_back(
&mut self,
n: usize,
) -> Option<<BitPtrRange<M, T, O> as Iterator>::Item>
fn nth_back( &mut self, n: usize, ) -> Option<<BitPtrRange<M, T, O> as Iterator>::Item>
nth element from the end of the iterator. Read moreSource§fn advance_back_by(&mut self, n: usize) -> Result<(), NonZero<usize>>
fn advance_back_by(&mut self, n: usize) -> Result<(), NonZero<usize>>
iter_advance_by #77404)n elements. Read more1.27.0 · Source§fn try_rfold<B, F, R>(&mut self, init: B, f: F) -> R
fn try_rfold<B, F, R>(&mut self, init: B, f: F) -> R
Iterator::try_fold(): it takes
elements starting from the back of the iterator. Read more§impl<M, T, O> ExactSizeIterator for BitPtrRange<M, T, O>
impl<M, T, O> ExactSizeIterator for BitPtrRange<M, T, O>
§impl<M, T, O> From<BitPtrRange<M, T, O>> for Range<BitPtr<M, T, O>>
impl<M, T, O> From<BitPtrRange<M, T, O>> for Range<BitPtr<M, T, O>>
§impl<M, T, O> From<Range<BitPtr<M, T, O>>> for BitPtrRange<M, T, O>
impl<M, T, O> From<Range<BitPtr<M, T, O>>> for BitPtrRange<M, T, O>
§impl<M, T, O> Hash for BitPtrRange<M, T, O>
impl<M, T, O> Hash for BitPtrRange<M, T, O>
§impl<M, T, O> Iterator for BitPtrRange<M, T, O>
impl<M, T, O> Iterator for BitPtrRange<M, T, O>
§fn size_hint(&self) -> (usize, Option<usize>)
fn size_hint(&self) -> (usize, Option<usize>)
§fn count(self) -> usize
fn count(self) -> usize
§fn last(self) -> Option<<BitPtrRange<M, T, O> as Iterator>::Item>
fn last(self) -> Option<<BitPtrRange<M, T, O> as Iterator>::Item>
§fn next(&mut self) -> Option<<BitPtrRange<M, T, O> as Iterator>::Item>
fn next(&mut self) -> Option<<BitPtrRange<M, T, O> as Iterator>::Item>
§fn nth(&mut self, n: usize) -> Option<<BitPtrRange<M, T, O> as Iterator>::Item>
fn nth(&mut self, n: usize) -> Option<<BitPtrRange<M, T, O> as Iterator>::Item>
nth element of the iterator. Read moreSource§fn next_chunk<const N: usize>(
&mut self,
) -> Result<[Self::Item; N], IntoIter<Self::Item, N>>where
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fn next_chunk<const N: usize>(
&mut self,
) -> Result<[Self::Item; N], IntoIter<Self::Item, N>>where
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§impl<M1, M2, O, T1, T2> PartialEq<BitPtrRange<M2, T2, O>> for BitPtrRange<M1, T1, O>
impl<M1, M2, O, T1, T2> PartialEq<BitPtrRange<M2, T2, O>> for BitPtrRange<M1, T1, O>
§impl<M, T, O> RangeBounds<BitPtr<M, T, O>> for BitPtrRange<M, T, O>
impl<M, T, O> RangeBounds<BitPtr<M, T, O>> for BitPtrRange<M, T, O>
impl<M, T, O> Eq for BitPtrRange<M, T, O>
impl<M, T, O> FusedIterator for BitPtrRange<M, T, O>
Auto Trait Implementations§
impl<M, T, O> Freeze for BitPtrRange<M, T, O>where
M: Freeze,
impl<M, T, O> RefUnwindSafe for BitPtrRange<M, T, O>
impl<M = Const, T = usize, O = Lsb0> !Send for BitPtrRange<M, T, O>
impl<M = Const, T = usize, O = Lsb0> !Sync for BitPtrRange<M, T, O>
impl<M, T, O> Unpin for BitPtrRange<M, T, O>
impl<M, T, O> UnwindSafe for BitPtrRange<M, T, O>
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§fn minmax_by<F>(self, compare: F) -> MinMaxResult<Self::Item>
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§fn position_min_by<F>(self, compare: F) -> Option<usize>
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§fn position_minmax(self) -> MinMaxResult<usize>
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§fn position_minmax_by_key<K, F>(self, key: F) -> MinMaxResult<usize>
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§fn position_minmax_by<F>(self, compare: F) -> MinMaxResult<usize>
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§fn interleave<J>(
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§fn interleave_shortest<J>(
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§fn intersperse(
self,
element: Self::Item,
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§fn intersperse_with<F>(self, element: F) -> IntersperseWith<Self, F> ⓘ
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§fn get<R>(self, index: R) -> <R as IteratorIndex<Self>>::Outputwhere
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§fn map_ok<F, T, U, E>(self, f: F) -> MapSpecialCase<Self, MapSpecialCaseFnOk<F>>
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self,
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self,
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§fn cartesian_product<J>(
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Self::Item: IntoIterator,
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Self::Item: IntoIterator,
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§fn dedup_with_count(
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Self: Sized,
§fn dedup_by_with_count<Cmp>(
self,
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§fn duplicates(self) -> DuplicatesBy<Self, Self::Item, ById>
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§fn duplicates_by<V, F>(self, f: F) -> DuplicatesBy<Self, V, ByFn<F>>
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§fn unique(self) -> Unique<Self> ⓘ
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§fn unique_by<V, F>(self, f: F) -> UniqueBy<Self, V, F> ⓘ
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§fn peeking_take_while<F>(&mut self, accept: F) -> PeekingTakeWhile<'_, Self, F> ⓘ
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§fn array_combinations<const K: usize>(
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§fn update<F>(self, updater: F) -> Update<Self, F> ⓘ
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§fn next_array<const N: usize>(&mut self) -> Option<[Self::Item; N]>where
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§fn collect_array<const N: usize>(self) -> Option<[Self::Item; N]>where
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§fn contains<Q>(&mut self, query: &Q) -> bool
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§fn all_unique(&mut self) -> bool
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§fn dropping(self, n: usize) -> Selfwhere
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§fn set_from<'a, A, J>(&mut self, from: J) -> usize
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§fn tree_fold1<F>(self, f: F) -> Option<Self::Item>
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§fn product1<P>(self) -> Option<P>
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§fn sorted_unstable(self) -> IntoIter<Self::Item> ⓘ
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§fn sorted_unstable_by<F>(self, cmp: F) -> IntoIter<Self::Item> ⓘ
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§fn sorted_unstable_by_key<K, F>(self, f: F) -> IntoIter<Self::Item> ⓘ
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§fn k_smallest_relaxed_by_key<F, K>(
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§fn k_largest_by_key<F, K>(self, k: usize, key: F) -> IntoIter<Self::Item> ⓘ
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§fn k_largest_relaxed_by_key<F, K>(
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§fn tail(self, n: usize) -> IntoIter<Self::Item> ⓘwhere
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HashMap of keys mapped to Vecs of values. The key is specified
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) -> GroupingMap<MapSpecialCase<Self, GroupingMapFn<F>>>
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§fn min_set_by_key<K, F>(self, key: F) -> Vec<Self::Item>
fn min_set_by_key<K, F>(self, key: F) -> Vec<Self::Item>
§fn max_set_by<F>(self, compare: F) -> Vec<Self::Item>
fn max_set_by<F>(self, compare: F) -> Vec<Self::Item>
§fn max_set_by_key<K, F>(self, key: F) -> Vec<Self::Item>
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§fn minmax(self) -> MinMaxResult<Self::Item>
fn minmax(self) -> MinMaxResult<Self::Item>
§fn minmax_by_key<K, F>(self, key: F) -> MinMaxResult<Self::Item>
fn minmax_by_key<K, F>(self, key: F) -> MinMaxResult<Self::Item>
§fn minmax_by<F>(self, compare: F) -> MinMaxResult<Self::Item>
fn minmax_by<F>(self, compare: F) -> MinMaxResult<Self::Item>
§fn position_max(self) -> Option<usize>
fn position_max(self) -> Option<usize>
§fn position_max_by_key<K, F>(self, key: F) -> Option<usize>
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§fn position_max_by<F>(self, compare: F) -> Option<usize>
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§fn position_min(self) -> Option<usize>
fn position_min(self) -> Option<usize>
§fn position_min_by_key<K, F>(self, key: F) -> Option<usize>
fn position_min_by_key<K, F>(self, key: F) -> Option<usize>
§fn position_min_by<F>(self, compare: F) -> Option<usize>
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§fn position_minmax(self) -> MinMaxResult<usize>
fn position_minmax(self) -> MinMaxResult<usize>
§fn position_minmax_by_key<K, F>(self, key: F) -> MinMaxResult<usize>
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§fn position_minmax_by<F>(self, compare: F) -> MinMaxResult<usize>
fn position_minmax_by<F>(self, compare: F) -> MinMaxResult<usize>
§fn exactly_one(self) -> Result<Self::Item, ExactlyOneError<Self>>where
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fn exactly_one(self) -> Result<Self::Item, ExactlyOneError<Self>>where
Self: Sized,
§fn at_most_one(self) -> Result<Option<Self::Item>, ExactlyOneError<Self>>where
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fn at_most_one(self) -> Result<Option<Self::Item>, ExactlyOneError<Self>>where
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Ok(None) will be returned. If the iterator yields
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Self: Sized,
.next()
values without advancing the base iterator. Read more§fn counts(self) -> HashMap<Self::Item, usize>
fn counts(self) -> HashMap<Self::Item, usize>
HashMap which
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of times it appears. Read more§fn counts_by<K, F>(self, f: F) -> HashMap<K, usize>
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Note: Unable to compute type layout, possibly due to this type having generic parameters. Layout can only be computed for concrete, fully-instantiated types.