Auto-Tuning Techniques for Performance Optimization#

Author: yyttt6

Overview#

Auto-tuning a Tile Language program involves three main steps:

  1. Implement the target program using Tile Language with reserved optimization parameters

  2. ​Provide candidate configurations through manual search or auto-generation using Carver

  3. Parallel compile and benchmark candidate configurations to identify the best performance

Matrix Multiplication Example#

The following example demonstrates auto-tuning matrix multiplication. Code has been simplified for readability - see examples/gemm/example_gemm.py for complete implementation.

Step 1: Implement with Reserved Parameters#

Users can implement matrix multiplication in Tile Language while reserving parameters for optimization:

# Reserved parameters for optimization
def kernel(
    block_M=None,
    block_N=None,
    block_K=None,
    num_stages=None,
    thread_num=None,
    enable_rasteration=None,
):
    dtype = "float16"
    accum_dtype = "float"

    # Matrix multiplication implementation
    @T.prim_func
    def main(
            A: T.Buffer((M, K), dtype),
            B: T.Buffer((N, K), dtype),
            C: T.Buffer((M, N), dtype),
    ):
        # ...existing code...

    return main

Step 2: Generate Candidate Configurations#

Manually define configurations or use combinatorial generation:

configs = [
    {
        "block_M": 128,
        "block_N": 128,
        "block_K": 128,
        "num_stages": 3,
        "thread_num": 128,
        "enable_rasteration": True
    },
        {
        "block_M": 32,
        "block_N": 32,
        "block_K": 32,
        "num_stages": 0,
        "thread_num": 32,
        "enable_rasteration": False
    },
    # ...additional configurations...
]

It can also be given by combinatorial traversal of different parameters

import itertools

block_M = [64, 128, 256]
block_N = [64, 128, 256]
block_K = [32, 64]
num_stages = [0, 1, 2, 3]
thread_num = [128, 256]
enable_rasterization = [True, False]
_configs = list(
    itertools.product(
        block_M,
        block_N,
        block_K,
        num_stages,
        thread_num,
        enable_rasterization,
    ))

configs = [
    {
        "block_M": c[0],
        "block_N": c[1],
        "block_K": c[2],
        "num_stages": c[3],
        "thread_num": c[4],
        "enable_rasteration": c[5]
    } for c in _configs
]

Step 3: Compile and Benchmark#

Configure JIT compilation and benchmarking settings:

autotuner = AutoTuner.from_kernel(
    kernel=kernel, configs=get_configs(M, N, K, with_roller)).set_compile_args(
        out_idx=[-1],
        supply_type=tl.TensorSupplyType.Integer,
        ref_prog=ref_program,
        skip_check=False,
        target="auto",
    )
result = autotuner.run(warmup=3, rep=20)
out_c = result.kernel(a, b)

The result object contains optimized kernel implementation which can be used by users directly

Using Carver to Auto-Generate Candidate Configurations#

Carver is a lightweight framework for generating and ranking tile configurations (also known as tiling strategies, blocking schemes, or scheduling hints) for common GPU, CPU, and accelerator backends. It helps you explore efficient mappings of loops for operations such as matrix multiplication, elementwise transforms, and other reduction-oriented kernels.

or common operators, Carver provides pre-built templates (e.g., MatmulTemplate):

# Configure Matmul template
arch = CUDA("cuda")
carve_template = MatmulTemplate(
    M=M,
    N=N,
    K=K,
    in_dtype="float16",
    out_dtype="float16",
    accum_dtype="float",
).with_arch(arch)

# Generate top-k optimization hints (topk=10 recommended)
roller_hints = carve_template.recommend_hints(topk=10)

# Configure candidate parameters
for hint in roller_hints:

    # ...existing code...

    config["block_M"] = block_m
    config["block_N"] = block_n
    config["block_K"] = hint.rstep[0]
    config["num_stages"] = hint.pipeline_stage
    config["thread_num"] = block_rows * block_cols * 32
    config["enable_rasteration"] = hint.rasterization_plan is not NoRasterization