cubek_convolution/components/

selection.rs

use cubecl::{
    Runtime,
    client::ComputeClient,
    ir::{StorageType, VectorSize},
};
use cubek_matmul::components::stage::PartitionBuffering;

use cubek_matmul::definition::{
    MatmulAvailabilityError, MatmulElems, MatmulVectorSizes, TilingBlueprint, TilingScheme,
    adjust_dtypes,
};
use cubek_matmul::{
    components::tile::TileMatmulKind,
    routines::{NUM_SM_APPROX, NUM_TENSOR_CORES_APPROX, find_instruction_size},
};
use cubek_std::SwizzleModes;
use cubek_std::stage::SwizzleMode;

use crate::components::ConvolutionProblem;

/// A heuristic to find the number of tiles in the stage.
///
/// Maximizes tensor core usage unless doing so would significantly impair
/// parallelization across SMs. It ensures the number of cubes is as close as
/// possible to the available SMs.
pub(crate) fn find_stage_size_m_n(
    m: usize,
    n: usize,
    num_sm: usize,
    max_tensor_cores: usize,
    instruction_m: usize,
    instruction_n: usize,
    stage_size_k: usize,
) -> (usize, usize) {
    let max_tiles_elems_m = 256 / instruction_m;
    let max_tiles_elems_n = 256 / instruction_n;
    let max_tiles_total_stage = 16 / stage_size_k;

    let mut dim_num_tiles_m = max_tensor_cores
        .min(max_tiles_elems_m)
        .min(max_tiles_total_stage);

    let mut dim_num_tiles_n = max_tensor_cores
        .min(max_tiles_elems_n)
        .min(max_tiles_total_stage);

    let total_tiles_m = m.div_ceil(instruction_m);
    let total_tiles_n = n.div_ceil(instruction_n);

    while total_tiles_n < dim_num_tiles_n && dim_num_tiles_n > 1 {
        dim_num_tiles_n /= 2;
    }

    let total_tiles = total_tiles_m * total_tiles_n;

    let mut stage_num_tiles = dim_num_tiles_m * dim_num_tiles_n;
    let mut num_cubes_expected = total_tiles.div_ceil(stage_num_tiles);

    // We keep track of two configurations to select the closest to `num_sm`, whether it's a bit over or under
    let mut previous_dim_num_tiles = dim_num_tiles_m;
    let mut previous_num_cubes = num_cubes_expected;

    // Refine tensor core usage to stay as close as possible to `num_sm`
    while num_cubes_expected < num_sm && dim_num_tiles_m > 1 {
        previous_dim_num_tiles = dim_num_tiles_m;
        previous_num_cubes = num_cubes_expected;

        // Reduce tensor core usage
        dim_num_tiles_m = dim_num_tiles_m.div_ceil(2);
        stage_num_tiles = dim_num_tiles_m * dim_num_tiles_n;

        // Number of cubes grows as a consequence of smaller stage
        num_cubes_expected = total_tiles.div_ceil(stage_num_tiles);
    }

    // Compare previous and current values to determine the closest to `num_sm`
    if (previous_num_cubes as isize - num_sm as isize).abs()
        <= (num_cubes_expected as isize - num_sm as isize).abs()
    {
        (previous_dim_num_tiles, dim_num_tiles_n)
    } else {
        (dim_num_tiles_n, dim_num_tiles_m)
    }
}

pub fn convolution_matmul_selection<R: Runtime>(
    tile_matmul: TileMatmulKind,
    client: &ComputeClient<R>,
    problem: &ConvolutionProblem,
    plane_dim: u32,
    swizzle: bool,
    vector_sizes: &MatmulVectorSizes,
    dtypes: &mut MatmulElems,
) -> Result<TilingBlueprint, MatmulAvailabilityError> {
    adjust_dtypes(client, dtypes, tile_matmul.requires_accelerator());

    // rough heuristic based on previous bench results where 512 channels with a 3x3 kernel seemed
    // to be the rough cutoff for the k=4 size.
    let stage_k = if problem.k >= 4096 { 4 } else { 2 };

    let tile_size = find_instruction_size::<R, _, _>(
        client,
        (
            dtypes.lhs_register,
            dtypes.rhs_register,
            dtypes.acc_register,
        ),
        (problem.m, problem.n, problem.k).into(),
        (None, None, None),
        |c, cfg| tile_matmul.is_supported(c, cfg),
        |c, l, r, a| tile_matmul.supported_sizes(c, l, r, a),
    )?;

    let hardware = &client.properties().hardware;
    let num_sm = hardware
        .num_streaming_multiprocessors
        .unwrap_or(NUM_TENSOR_CORES_APPROX);
    let max_tensor_cores = hardware.num_tensor_cores.unwrap_or(NUM_SM_APPROX);

    let (stage_size_m, stage_size_n) = find_stage_size_m_n(
        problem.m,
        problem.n,
        num_sm as usize,
        max_tensor_cores as usize,
        tile_size.m() as usize,
        tile_size.n() as usize,
        stage_k as usize,
    );

    let tiling_scheme = TilingScheme::builder()
        .with_stage_size((stage_size_m as u32, 1, 1).into())
        .with_tile_size(tile_size)
        .with_partition_size((1, stage_size_n as u32, stage_k).into())
        .build()
        .unwrap();

    let mut builder = TilingBlueprint::builder(
        tile_matmul,
        tiling_scheme,
        plane_dim,
        &problem.as_matmul_problem(),
    )
    .partition_buffering(PartitionBuffering::Single);

    if swizzle {
        let swizzle_dim = tiling_scheme.elements_per_stage_along_k() as usize;

        let lhs = select_swizzle(swizzle_dim, dtypes.lhs_stage, vector_sizes.lhs);
        let rhs = select_swizzle(swizzle_dim, dtypes.rhs_stage, vector_sizes.rhs);
        builder = builder.shared_swizzle(SwizzleModes {
            lhs,
            rhs,
            ..Default::default()
        });
    }

    Ok(builder.build())
}

/// All modes currently use atom size 16
const SWIZZLE_ATOM: usize = 16;

fn select_swizzle(swizzle_dim: usize, elem: StorageType, vector_size: VectorSize) -> SwizzleMode {
    // Vector size exceeds swizzle atom
    if elem.size() * vector_size > SWIZZLE_ATOM {
        return SwizzleMode::None;
    }
    let swizzle_dim_bytes = swizzle_dim * elem.size();
    if !swizzle_dim_bytes.is_power_of_two() {
        return SwizzleMode::None;
    }
    match swizzle_dim_bytes {
        32 => SwizzleMode::B32,
        64 => SwizzleMode::B64,
        _ => SwizzleMode::B128,
        //_ => SwizzleMode::None,
    }
}