Crate strided_basic

Expand description

§strided-basic

Shared typed CPU primitives and concrete copy, concatenation and reduction execution. Generic map/zip, SIMD, indexing plans and their validation stay with the traversal implementation. Concrete ordinary arithmetic/indexing dispatch lives in strided-kernel; runtime-DAG fusion lives in strided-fused. Neither of those packages is a dependency of this crate.

use strided_basic::{copy_into, StridedArray};
let src = StridedArray::<f64>::from_fn_col_major(&[2, 3], |i| (i[0] + 2*i[1]) as f64);
let mut dst = StridedArray::<f64>::col_major(&[2, 3]);
copy_into(&mut dst.view_mut(), &src.view()).unwrap();
assert_eq!(dst.get(&[1, 2]), 5.0);

copy_into_uninit copies into StridedViewMut<MaybeUninit<T>> without first initializing the destination. Success initializes every logical element, not unreachable holes. It preserves the shared bounded-thread policy.

simd is enabled by default. parallel opts into the shared execution policy; ExecContext::serial() requests the serial path. Features select implementation capabilities, not operation families.

The execution module is a documented low-level kernel-extension contract. Prevalidated entry points are unsafe, and a layout marker alone does not satisfy their requirements. Application code should use the checked root APIs.

See kernel boundaries and the packaged NOTICE / THIRD-PARTY-LICENSES for the Strided.jl lineage.

This new package has not yet been published; use the matching workspace checkout. Cache-optimized kernels for strided multidimensional array operations.

This crate is a Rust port of Julia’s Strided.jl and StridedViews.jl libraries, providing efficient operations on strided multidimensional array views.

§Core Types

StridedView / StridedViewMut: Dynamic-rank strided views over existing data
StridedArray: Owned strided multidimensional array
ElementOp trait and implementations (Identity, Conj, Transpose, Adjoint): Type-level element operations applied lazily on access
ExecutionPolicy / with_execution_policy: optional bounds on strided-owned CPU fanout without creating a Rayon pool

§Primary API (view-based, Julia-compatible)

§Map Operations

map_into: Apply a function element-wise from source to destination
zip_map2_into, zip_map3_into, zip_map4_into: Multi-array element-wise operations

§Reduce Operations

reduce: Full reduction with map function
reduce_axis: Reduce along a single axis

§Basic Operations

copy_into: Copy array contents
add, mul: Element-wise arithmetic
axpy: y = alpha*x + y (array version)
sum, dot: Reductions
symmetrize_into, symmetrize_conj_into: Matrix symmetrization

§Example

use strided_basic::{StridedView, StridedViewMut, StridedArray, Identity, map_into};

// Create a column-major array (Julia default)
let src = StridedArray::<f64>::from_fn_col_major(&[2, 3], |idx| {
    (idx[0] * 10 + idx[1]) as f64
});
let mut dest = StridedArray::<f64>::col_major(&[2, 3]);

// Map with view-based API
map_into(&mut dest.view_mut(), &src.view(), |x| x * 2.0).unwrap();
assert_eq!(dest.get(&[1, 2]), 24.0); // (1*10 + 2) * 2

§Cache Optimization

The library uses Julia’s blocking strategy for cache efficiency:

Dimensions are sorted by stride magnitude for optimal memory access
Operations are blocked into tiles fitting L1 cache (BLOCK_MEMORY_SIZE = 32KB)
Contiguous arrays use fast paths bypassing the blocking machinery

Modules§

auxiliary: Auxiliary routines ported from StridedViews.jl/src/auxiliary.jl
execution: Execution contract for operation-family implementations.
view: Julia-like dynamic-rank strided view types.

Structs§

Adjoint: Adjoint operation: f(x) = adjoint(x) = conj(transpose(x)) For scalar numbers, this is conj.
ConcatenatePlan: A compiled multi-input concatenate traversal.
Conj: Complex conjugate operation: f(x) = conj(x)
CopyPlan: A compiled copy traversal for one (dims, dst_strides, src_strides) layout pair.
DynamicSlicePlan: A compiled fixed-window dynamic-slice traversal.
DynamicUpdateSlicePlan: A compiled dynamic-update-slice traversal.
ErasedConcatenatePlan: Dtype-erased concatenate wrapper.
ErasedCopyPlan: Dtype-erased wrapper around CopyPlan.
ErasedRawStridedMut: Borrowed dtype-erased raw strided output layout.
ErasedRawStridedPtr: Pointer-backed dtype-erased input used by one-shot write entry points.
ErasedRawStridedRef: Borrowed dtype-erased raw strided input layout.
ErasedRawStridedUninitMut: Borrowed dtype-erased raw strided output whose reachable elements may be uninitialized.
ErasedReducePlan: Dtype-erased reduction wrapper.
ExecContext: Caller-selected execution policy for prepared kernel replay.
GatherPlan: A compiled gather traversal for one value layout, index layout, and output layout.
GatherSpec: Gather configuration shared by generic and erased replay.
Identity: Identity operation: f(x) = x
LazyOuterProductLayout: Storage layout for a lazily ordered outer product.
PadPlan: A compiled pad traversal.
RawStridedMut: Borrowed raw strided output layout.
RawStridedRef: Borrowed raw strided input layout.
ReversePlan: A compiled reverse traversal over selected axes.
ScatterPlan: A compiled additive scatter traversal.
ScatterSpec: Scatter configuration shared by generic and erased replay.
SlicePlan: A compiled static-slice traversal.
StridedArray: Owned strided multidimensional array.
StridedView: Dynamic-rank immutable strided view with lazy element operations.
StridedViewMut: Dynamic-rank mutable strided view.
Transpose: Transpose operation: f(x) = transpose(x) For scalar numbers, this is identity. For matrix elements, this would transpose each element.

Enums§

CompareOp: Runtime comparison selected once before entering the element loop.
ExecutionPolicy: Controls how a strided operation may use CPU threads.
KernelDType: Dtypes supported by dtype-erased kernel entry points.
ReduceOp: Runtime reduction operation for dtype-erased full reductions.
StridedError: Errors that can occur during strided array operations.

Constants§

BLOCK_MEMORY_SIZE: Block memory size for cache-optimized iteration (L1 cache target).
CACHE_LINE_SIZE: Cache line size in bytes.
RAW_FUSED_RANK_LIMIT: Maximum rank fused on the stack before falling back to the view kernels.

Traits§

ComposableElementOp: Trait for element operations that support type-level composition.
Compose: Helper trait for composing two ElementOp types.
ElementOp: Trait for element-wise operations applied to strided views.
ElementOpApply: Trait for types that support element operations (conj, transpose, adjoint).
GatherIndex: Index scalar types accepted by GatherPlan.
KernelStorageElement: A scalar type that can safely witness storage for an erased kernel view.
MaybeSend: Equivalent to Send when parallel is enabled; blanket-impl otherwise.
MaybeSendSync: Equivalent to Send + Sync when parallel is enabled; blanket-impl otherwise.
MaybeSimdOps: Trait for types that may have SIMD-accelerated sum/dot operations.
MaybeSync: Equivalent to Sync when parallel is enabled; blanket-impl otherwise.

Functions§

add: Element-wise addition: dest[i] += src[i].
axpby_accum: Update caller-owned contiguous storage: y = alpha * x + beta * y.
axpy: AXPY: dest[i] = alpha * src[i] + dest[i].
axpy_conj_raw: dest = alpha * conj(src) + dest over borrowed raw strided layouts.
axpy_raw: dest = alpha * src + dest over borrowed raw strided layouts.
batched_outer_product_into: Compute dest[lhs_free..., rhs_free..., batch...] = lhs[lhs_free..., batch...] * rhs[rhs_free..., batch...].
batched_outer_product_into_uninit: Compute a batched outer product into a fully overwritten uninitialized output.
broadcast_mul_into: Broadcasted element-wise multiplication: dest[i] = a[i] * b[i].
broadcast_mul_into_uninit: Broadcast and multiply into a fully overwritten uninitialized output.
col_major_strides: Compute column-major strides (Julia default: first index varies fastest).
compare_into: Compare two ordered views elementwise into a Boolean destination.
compare_into_uninit: Compare two views into a fully overwritten uninitialized Boolean output.
copy_conj: Copy with complex conjugation: dest[i] = conj(src[i]).
copy_into: Copy elements from source to destination: dest[i] = src[i].
copy_into_col_major: Copy elements from src to dst, optimized for col-major destination.
copy_into_uninit: Copy initialized values into a potentially uninitialized destination.
copy_scale: Copy with scaling: dest[i] = scale * src[i].
copy_scale_conj_raw: dest = scale * conj(src) over borrowed raw strided layouts.
copy_scale_raw: dest = scale * src over borrowed raw strided layouts.
copy_transpose_scale_into: Copy with transpose and scaling: dest[j,i] = scale * src[i,j].
dot: Dot product: sum(OpA::apply(a[i]) * OpB::apply(b[i])).
embed_diagonal_into_uninit: Embed a dense column-major input on a diagonal in a new axis.
fma: Fused multiply-add: dest[i] += OpA::apply(a[i]) * OpB::apply(b[i]).
map_into: Apply a function element-wise from source to destination.
mul: Element-wise multiplication: dest[i] *= src[i].
mul_into: Element-wise multiplication: dest[i] = a[i] * b[i].
mul_into_uninit: Multiply two views into a fully overwritten uninitialized output.
plan_lazy_outer_product: Plan an outer-product output whose memory order follows the inputs’ physical stride order instead of the logical output order.
reduce: Full reduction with map function: reduce(init, op, map.(src)).
reduce_axis: Reduce along a single axis, returning a new StridedArray.
row_major_strides: Compute row-major strides (C default: last index varies fastest).
sum: Sum all elements: sum(src).
symmetrize_conj_into: Conjugate-symmetrize a square matrix: dest = (src + conj(src^T)) / 2.
symmetrize_into: Symmetrize a square matrix: dest = (src + src^T) / 2.
triangular_mask_into_uninit: Copy dense column-major matrices, replacing the masked triangle with fill.
with_execution_policy: Execute operation under an explicit strided-kernel execution policy.
zip_map2_into: Binary element-wise operation: dest[i] = f(a[i], b[i]).
zip_map3_into: Ternary element-wise operation: dest[i] = f(a[i], b[i], c[i]).
zip_map4_into: Quaternary element-wise operation: dest[i] = f(a[i], b[i], c[i], e[i]).

Type Aliases§

Result: Result type for strided array operations.