pub struct StoragePartitioning { /* private fields */ }Expand description
How a tensor’s values are laid down: stated tiles, finest first, then the rest’s order.
ⓘ
// 32 x 32 tiles of a [k, n] weight, stored for a four-wide read, the tiles along N
let storage = StorageLevels::new(&[(N, 4)])
.tile(&[(N, 8), (K, 32)])
.grid(&[N, K]);Implementations§
Source§impl StoragePartitioning
impl StoragePartitioning
Sourcepub fn new(geometry: &Geometry, labels: &[Axis]) -> Option<Self>
pub fn new(geometry: &Geometry, labels: &[Axis]) -> Option<Self>
The statement a bound buffer was written from, read off its dims by stride; labels name
the trailing dims. None where the buffer’s order is no partitioning.
Sourcepub fn labels(&self, axes: &[Axis]) -> Vec<Axis>
pub fn labels(&self, axes: &[Axis]) -> Vec<Axis>
The buffer’s dims, coarsest first, each named by the axis it is a piece of.
Trait Implementations§
Source§impl Clone for StoragePartitioning
impl Clone for StoragePartitioning
Source§impl Debug for StoragePartitioning
impl Debug for StoragePartitioning
impl Eq for StoragePartitioning
Source§impl Hash for StoragePartitioning
impl Hash for StoragePartitioning
Source§impl PartialEq for StoragePartitioning
impl PartialEq for StoragePartitioning
impl StructuralPartialEq for StoragePartitioning
Auto Trait Implementations§
impl Freeze for StoragePartitioning
impl RefUnwindSafe for StoragePartitioning
impl Send for StoragePartitioning
impl Sync for StoragePartitioning
impl Unpin for StoragePartitioning
impl UnsafeUnpin for StoragePartitioning
impl UnwindSafe for StoragePartitioning
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