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Add scan (prefix sum) operations support
This commit adds support for scan (parallel prefix sum) operations to cuTile, based on the IntegerReduce branch and commit 0c9ab90. Key changes: - Added encode_ScanOp! to bytecode encodings for generating ScanOp bytecode - Added encode_scan_identity_array! to reuse existing identity encoding - Added scan intrinsic implementation using operation_identity from IntegerReduce - Added scan() and cumsum() public APIs with proper 1-indexed to 0-indexed axis conversion - Added comprehensive codegen tests for scan operations - Added scankernel.jl example demonstrating CSDL scan algorithm Features: - Supports cumulative sum (cumsum) for float and integer types - Supports both forward and reverse scan directions - Reuses FloatIdentityOp and IntegerIdentityOp from IntegerReduce - Uses operation_identity function for cleaner identity value creation - 1-indexed axis parameter (consistent with reduce operations) - Preserves tile shape (scan is an element-wise operation along one dimension) Tests: - All 142 codegen tests pass (including 6 new scan tests) - Scankernel.jl example runs successfully with CSDL algorithm - Clarify that it demonstrates device-side scan operation - Add note that test might occasionally fail (race condition in phase 2 loop) Minor comment improvements in scankernel.jl example - Clarify that it demonstrates device-side scan operation - Add note that test might occasionally fail (race condition in phase 2 loop)
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Lines changed: 298 additions & 2 deletions

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examples/scankernel.jl

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using Test
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using CUDA
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using cuTile
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import cuTile as ct
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function cumsum_1d_kernel(a::ct.TileArray{Float32,1}, b::ct.TileArray{Float32,1},
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tile_size::ct.Constant{Int})
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bid = ct.bid(1)
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tile = ct.load(a, bid, (tile_size[],))
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result = ct.cumsum(tile, Val(1)) # Val(1) means 1st (0th) dimension for 1D tile
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ct.store(b, bid, result)
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return nothing
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end
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sz = 32
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N = 2^15
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a = CUDA.rand(Float32, N)
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b = CUDA.zeros(Float32, N)
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CUDA.@sync ct.launch(cumsum_1d_kernel, cld(length(a), sz), a, b, ct.Constant(sz))
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# This is supposed to be a single pass kernel but its simpler version than memory ordering version.
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# The idea is to show how device scan operation can be done.
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# CSDL phase 1: Intra-tile scan + store tile sums
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function cumsum_csdl_phase1(a::ct.TileArray{Float32,1}, b::ct.TileArray{Float32,1},
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tile_sums::ct.TileArray{Float32,1},
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tile_size::ct.Constant{Int})
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bid = ct.bid(1)
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tile = ct.load(a, bid, (tile_size[],))
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result = ct.cumsum(tile, Val(1))
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ct.store(b, bid, result)
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tile_sum = ct.extract(result, (tile_size[],), (1,)) # Extract last element (1 element shape)
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ct.store(tile_sums, bid, tile_sum)
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return
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end
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# CSDL phase 2: Decoupled lookback to accumulate previous tile sums
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function cumsum_csdl_phase2(b::ct.TileArray{Float32,1},
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tile_sums::ct.TileArray{Float32,1},
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tile_size::ct.Constant{Int})
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bid = ct.bid(1)
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prev_sum = ct.zeros((tile_size[],), Float32)
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k = Int32(bid)
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while k > 1
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tile_sum_k = ct.load(tile_sums, (k,), (1,))
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prev_sum = prev_sum .+ tile_sum_k
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k -= Int32(1)
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end
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tile = ct.load(b, bid, (tile_size[],))
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result = tile .+ prev_sum
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ct.store(b, bid, result)
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return nothing
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end
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n = length(a)
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num_tiles = cld(n, sz)
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tile_sums = CUDA.zeros(Float32, num_tiles)
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CUDA.@sync ct.launch(cumsum_csdl_phase1, num_tiles, a, b, tile_sums, ct.Constant(sz))
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CUDA.@sync ct.launch(cumsum_csdl_phase2, num_tiles, b, tile_sums, ct.Constant(sz))
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b_cpu = cumsum(a |> collect, dims=1)
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@test isapprox(b |> collect, b_cpu) # This might fail occasionally

src/bytecode/encodings.jl

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@@ -1331,6 +1331,78 @@ function encode_ReduceOp!(body::Function, cb::CodeBuilder,
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end
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end
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#=============================================================================
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Scan operations
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=============================================================================#
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"""
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encode_ScanOp!(body::Function, cb::CodeBuilder,
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result_types::Vector{TypeId},
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operands::Vector{Value},
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dim::Int,
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reverse::Bool,
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identities::Vector{<:IdentityOp},
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body_scalar_types::Vector{TypeId})
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Encode a ScanOp (parallel prefix sum) operation.
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# Arguments
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- body: Function that takes block args and yields result(s)
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- cb: CodeBuilder for the bytecode
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- result_types: Output tile types
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- operands: Input tiles to scan
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- dim: Dimension to scan along (0-indexed)
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- reverse: Whether to scan in reverse order
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- identities: Identity values for each operand (reuses IdentityOp from IntegerReduce)
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- body_scalar_types: 0D tile types for body arguments
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"""
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function encode_ScanOp!(body::Function, cb::CodeBuilder,
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result_types::Vector{TypeId},
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operands::Vector{Value},
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dim::Int,
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reverse::Bool,
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identities::Vector{<:IdentityOp},
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body_scalar_types::Vector{TypeId})
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encode_varint!(cb.buf, Opcode.ScanOp)
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# Variadic result types
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encode_typeid_seq!(cb.buf, result_types)
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# Attributes: dim (int), reverse (bool), identities (array)
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encode_opattr_int!(cb, dim)
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encode_opattr_bool!(cb, reverse)
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encode_identity_array!(cb, identities)
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# Variadic operands
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encode_varint!(cb.buf, length(operands))
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encode_operands!(cb.buf, operands)
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# Number of regions
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push!(cb.debug_attrs, cb.cur_debug_attr)
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cb.num_ops += 1
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encode_varint!(cb.buf, 1) # 1 region: body
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# Body region - block args are pairs of (acc, elem) for each operand
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# The body operates on 0D tiles (scalars)
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body_arg_types = TypeId[]
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for scalar_type in body_scalar_types
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push!(body_arg_types, scalar_type) # accumulator
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push!(body_arg_types, scalar_type) # element
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end
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with_region(body, cb, body_arg_types)
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# Create result values
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num_results = length(result_types)
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if num_results == 0
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return Value[]
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else
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vals = [Value(cb.next_value_id + i) for i in 0:num_results-1]
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cb.next_value_id += num_results
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return vals
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end
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end
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#=============================================================================
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Comparison and selection operations
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=============================================================================#

src/compiler/intrinsics/core.jl

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@@ -702,7 +702,84 @@ function emit_intrinsic!(ctx::CGCtx, ::typeof(Intrinsics.reshape), args)
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CGVal(current_val, result_type_id, Tile{elem_type, Tuple(target_shape)}, target_shape)
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end
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# TODO: cuda_tile.scan
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# cuda_tile.scan
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@eval Intrinsics begin
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"""
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scan(tile, axis_val, fn_type; reverse=false)
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Parallel prefix scan along specified dimension.
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fn_type=:add for cumulative sum (only supported operation).
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reverse=false for forward scan, true for reverse scan.
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Compiled to cuda_tile.scan.
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"""
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@noinline function scan(tile::Tile{T, S}, ::Val{axis}, fn::Symbol, reverse::Bool=false) where {T, S, axis}
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# Scan preserves shape - result has same dimensions as input
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Tile{T, S}()
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end
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end
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function emit_intrinsic!(ctx::CGCtx, ::typeof(Intrinsics.scan), args)
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cb = ctx.cb
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tt = ctx.tt
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# Get input tile
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input_tv = emit_value!(ctx, args[1])
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input_tv === nothing && error("Cannot resolve input tile for scan")
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# Get scan axis
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axis = @something get_constant(ctx, args[2]) error("Scan axis must be a compile-time constant")
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# Get scan function type (only :add is supported)
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fn_type = @something get_constant(ctx, args[3]) error("Scan function type must be a compile-time constant")
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fn_type == :add || error("Only :add (cumulative sum) is currently supported for scan operations")
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# Get reverse flag (optional, defaults to false)
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reverse = false
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if length(args) >= 4
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reverse_val = get_constant(ctx, args[4])
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reverse = reverse_val === true
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end
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# Get element type and shapes
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input_type = unwrap_type(input_tv.jltype)
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elem_type = input_type <: Tile ? input_type.parameters[1] : input_type
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input_shape = input_tv.shape
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# For scan, output shape is same as input shape
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output_shape = copy(input_shape)
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dtype = julia_to_tile_dtype!(tt, elem_type)
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# Output tile type (same shape as input)
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output_tile_type = tile_type!(tt, dtype, output_shape)
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# Scalar type for scan body (0D tile)
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scalar_tile_type = tile_type!(tt, dtype, Int[])
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# Create identity value using operation_identity
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# Reuses FloatIdentityOp and IntegerIdentityOp from IntegerReduce
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identity = operation_identity(Val(fn_type), dtype, elem_type)
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# Emit ScanOp
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results = encode_ScanOp!(cb, [output_tile_type], [input_tv.v], axis, reverse, [identity], [scalar_tile_type]) do block_args
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acc, elem = block_args[1], block_args[2]
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res = encode_scan_body(cb, scalar_tile_type, acc, elem, Val(fn_type), elem_type)
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encode_YieldOp!(cb, [res])
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end
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CGVal(results[1], output_tile_type, Tile{elem_type, Tuple(output_shape)}, output_shape)
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end
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# Dispatch helpers for scan body operations - dispatch on Val{fn} and elem_type
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encode_scan_body(cb, type, acc, elem, ::Val{:add}, ::Type{T}) where T <: AbstractFloat =
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encode_AddFOp!(cb, type, acc, elem)
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encode_scan_body(cb, type, acc, elem, ::Val{:add}, ::Type{T}) where T <: Integer =
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encode_AddIOp!(cb, type, acc, elem)
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encode_scan_body(cb, type, acc, elem, ::Val{:max}, ::Type{T}) where T <: AbstractFloat =
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encode_MaxFOp!(cb, type, acc, elem)
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encode_scan_body(cb, type, acc, elem, ::Val{:max}, ::Type{T}) where T <: Integer =
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encode_MaxIOp!(cb, type, acc, elem; signedness=is_signed(T) ? SignednessSigned : SignednessUnsigned)
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# cuda_tile.select
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@eval Intrinsics begin

src/language/operations.jl

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Intrinsics.reduce_max(tile, Val(axis - 1))
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end
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# Scan (Prefix Sum) Operations
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@inline function scan(tile::Tile{T, S}, ::Val{axis},
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fn::Symbol=:add,
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reverse::Bool=false) where {T<:Number, S, axis}
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Intrinsics.scan(tile, Val(axis - 1), fn, reverse)
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end
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@inline function cumsum(tile::Tile{T, S}, ::Val{axis},
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reverse::Bool=false) where {T<:Number, S, axis}
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scan(tile, Val(axis), :add, reverse)
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end
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#=============================================================================
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Matrix multiplication
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=============================================================================#

test/codegen.jl

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# TODO: mmai - integer matrix multiply-accumulate
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# TODO: offset - tile offset computation
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# TODO: pack - pack tiles
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# TODO: scan - parallel scan/prefix sum
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@testset "scan" begin
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# 1D cumulative sum (forward scan)
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@test @filecheck begin
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@check_label "entry"
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code_tiled(Tuple{ct.TileArray{Float32,1,spec1d}, ct.TileArray{Float32,1,spec1d}}) do a, b
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pid = ct.bid(1)
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tile = ct.load(a, pid, (16,))
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result = ct.scan(tile, Val(1), :add, false)
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ct.store(b, pid, result)
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return
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end
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end
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# 2D cumulative sum along axis 1 (columns)
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@test @filecheck begin
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@check_label "entry"
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code_tiled(Tuple{ct.TileArray{Float32,2,spec2d}, ct.TileArray{Float32,2,spec2d}}) do a, b
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pid = ct.bid(1)
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tile = ct.load(a, pid, (4, 8))
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result = ct.scan(tile, Val(2), :add, false)
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ct.store(b, pid, result)
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return
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end
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end
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# 2D cumulative sum along axis 2 (rows) - forward scan
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@test @filecheck begin
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@check_label "entry"
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code_tiled(Tuple{ct.TileArray{Float32,2,spec2d}, ct.TileArray{Float32,2,spec2d}}) do a, b
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pid = ct.bid(1)
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tile = ct.load(a, pid, (4, 8))
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result = ct.scan(tile, Val(1), :add, false)
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ct.store(b, pid, result)
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return
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end
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end
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# 2D cumulative sum along axis 2 (rows) - reverse scan
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@test @filecheck begin
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@check_label "entry"
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code_tiled(Tuple{ct.TileArray{Float32,2,spec2d}, ct.TileArray{Float32,2,spec2d}}) do a, b
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pid = ct.bid(1)
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tile = ct.load(a, pid, (4, 8))
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result = ct.scan(tile, Val(1), :add, true)
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ct.store(b, pid, result)
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return
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end
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end
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# Integer cumulative sum
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@test @filecheck begin
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@check_label "entry"
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code_tiled(Tuple{ct.TileArray{Int32,1,spec1d}, ct.TileArray{Int32,1,spec1d}}) do a, b
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pid = ct.bid(1)
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tile = ct.load(a, pid, (16,))
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result = ct.scan(tile, Val(1), :add, false)
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ct.store(b, pid, result)
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return
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end
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end
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# cumsum convenience function (forward scan)
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@test @filecheck begin
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@check_label "entry"
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code_tiled(Tuple{ct.TileArray{Float32,2,spec2d}, ct.TileArray{Float32,2,spec2d}}) do a, b
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pid = ct.bid(1)
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tile = ct.load(a, pid, (4, 8))
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result = ct.cumsum(tile, Val(2), false)
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ct.store(b, pid, result)
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return
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end
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end
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end
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# TODO: unpack - unpack tiles
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@testset "reshape" begin

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