[1/2] Add Kernel support for Cutlass based Fused FP4 MoE (#6093)
Signed-off-by: Pavani Majety <pmajety@nvidia.com>
This commit is contained in:
@@ -1,4 +1,4 @@
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"""Cutlass MoE kernel."""
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"""CUTLASS based Fused MoE kernels."""
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import functools
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import json
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@@ -14,8 +14,10 @@ _is_cuda = is_cuda()
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if _is_cuda:
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import sgl_kernel
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from sgl_kernel import (
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cutlass_fp4_group_mm,
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fp8_blockwise_scaled_grouped_mm,
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prepare_moe_input,
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scaled_fp4_experts_quant,
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silu_and_mul,
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)
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@@ -205,3 +207,178 @@ def cutlass_fused_experts(
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return (
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c2[c_map].view(m, topk, k) * topk_weights.view(m, topk, 1).to(out_dtype)
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).sum(dim=1)
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FLOAT4_E2M1_MAX = 6.0
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FLOAT8_E4M3_MAX = 448.0
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def cutlass_moe_fp4(
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a: torch.Tensor,
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a1_gscale: torch.Tensor,
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w1_fp4: torch.Tensor,
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w1_blockscale: torch.Tensor,
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w1_alphas: torch.Tensor,
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a2_gscale: torch.Tensor,
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w2_fp4: torch.Tensor,
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w2_blockscale: torch.Tensor,
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w2_alphas: torch.Tensor,
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ab_strides_13: torch.Tensor,
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ab_strides_2: torch.Tensor,
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c_strides_13: torch.Tensor,
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c_strides_2: torch.Tensor,
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topk_weights: torch.Tensor,
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topk_ids: torch.Tensor,
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m: int,
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n: int,
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k: int,
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e: int,
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device: torch.device,
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):
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"""
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MoE implementation for FP4 Inputs
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# Gemm 1
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a: Input tensor: [m, k] (half/bfloat16)
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a1_gscale: Activation scale per expert: [e] (float32)
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w1(gate up) (not an argument to cutlass_moe_fp4): [e, 2 * n, k]
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w1_fp4: [e, 2 * n, k // 2], dtype: torch.uint8 (stacked fp4: E2M1)
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(Note: `n` is the up projection output dim, `k` is the input dim in
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full precision)
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w1_blockscale: [e, 2 * n, k // block_size] (float8_e4m3)
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(Block size = 16 for NVFP4)
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# Gemm 2
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a2_gscale: Activation scale per expert: [e]
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w2(down projection) (not an argument to cutlass_moe_fp4): [e, k, n]
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w2_fp4: [e, k, n // 2], dtype: torch.uint8 (stacked E2M1)
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w2_blockscale: [e, k, n // block_size], dtype: float8_e4m3
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Strides for activations, weights and output in logical number of elements.
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The activations & output stride is the number of elements to the next row.
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The weights stride is the number of elements to the next row per expert.
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For example, if the weight is [e, n, k], then the b_stride is a tensor of
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shape [e] with each element being k. Similarly for activations, if the
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shape is [m, k], then the a_stride has shape [e] with each value k.
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Similarly for output, if the output is [m, n], then the c_stride is a
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tensor of shape [e] with each element being k.
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Note: cutlass_fp4_group_mm is designed to accept the strides of
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activations and weights to be the same, so it is passed in as a single
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tensor.
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ab_strides_13: [e] dtype: int64 [Gemm 1: Activation / Weight strides]
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ab_strides_2: [e] dtype: int64 [Gemm 2: Activation / Weight strides]
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c_strides_13: [e] dtype: int64 [Gemm 1: Output Strides]
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c_strides_2: [e] dtype: int64 [Gemm 1: Output Strides]
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topk_weights: [m, topk] dtype: float8
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topk_ids: [m, topk] dtype: float8
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m, n, k: Unquantized weight shapes, dtype: int
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e: number of experts for the current rank, dtype: int
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assumes that topk < k < n to satisfy - up/down projection expectations.
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"""
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assert topk_weights.shape == topk_ids.shape, "topk shape mismatch"
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assert w1_fp4.dtype == torch.uint8, "weight 1 must be uint8"
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assert w2_fp4.dtype == torch.uint8, "weight 2 must be uint8"
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assert (
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w1_fp4.ndim == 3
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and w2_fp4.ndim == 3
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and w1_blockscale.ndim == 3
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and w2_blockscale.ndim == 3
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), "All Weights must be of rank 3 for cutlass_moe_fp4"
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m_a, k_a = a.shape
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e_w1, nx2_w1, half_k_w1 = w1_fp4.shape
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e_w2, k_w2, half_n_w2 = w2_fp4.shape
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assert e_w1 == e_w2 and e_w1 == e, (
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"Number of experts must match",
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" between weights.",
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)
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assert (
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k_a // 2 == half_k_w1 and k == k_w2
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), "Hidden size mismatch between a, w1 and w2"
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assert nx2_w1 == n * 2 and half_n_w2 == n // 2, "mismatch in " "expected `n`"
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assert m == m_a, "input shape mismatch"
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assert 2 * half_k_w1 == k_w2, "Hidden size mismatch w2 and w1"
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assert a.dtype in [torch.half, torch.bfloat16], "Invalid input dtype"
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assert (
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topk_weights.shape[0] == m and topk_ids.shape[0] == m
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), "topk must be provided for each row of a"
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out_dtype = a.dtype
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num_topk = topk_ids.shape[1]
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expert_offsets = torch.empty((e + 1), dtype=torch.int32, device=device)
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# Problem size: (num_experts, (m,2n,k))
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problem_sizes1 = torch.empty((e, 3), dtype=torch.int32, device=device)
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# Problem size: (num_experts, (m,n,k))
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problem_sizes2 = torch.empty((e, 3), dtype=torch.int32, device=device)
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a_map = torch.empty((topk_ids.numel()), dtype=torch.int32, device=device)
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c_map = torch.empty((topk_ids.numel()), dtype=torch.int32, device=device)
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# problem shapes should have [m, n, k]
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# Note that problem sizes are based on logical number of elements.
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blockscale_offsets = torch.empty(e + 1, dtype=torch.int32, device=device)
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prepare_moe_input(
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topk_ids,
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expert_offsets,
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problem_sizes1,
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problem_sizes2,
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a_map,
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c_map,
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e,
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n,
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k,
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blockscale_offsets,
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)
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rep_a_fp4, rep_a_blockscale = scaled_fp4_experts_quant(
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a, a1_gscale, expert_offsets, blockscale_offsets, num_topk, expert_map=a_map
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)
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c1 = cutlass_fp4_group_mm(
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rep_a_fp4,
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w1_fp4,
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rep_a_blockscale,
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w1_blockscale,
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w1_alphas,
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ab_strides_13,
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c_strides_13,
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problem_sizes1,
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expert_offsets[:-1],
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blockscale_offsets[:-1],
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out_dtype,
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device,
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)
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del rep_a_fp4, rep_a_blockscale
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# hidden size dimension is split to one halfpytho sized tensor.
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intermediate = torch.empty(
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(m * num_topk, w1_fp4.shape[1] // 2), device=device, dtype=out_dtype
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)
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silu_and_mul(c1, intermediate)
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int_fp4, int_blockscale = scaled_fp4_experts_quant(
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intermediate, a2_gscale, expert_offsets, blockscale_offsets, num_topk
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)
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c2 = cutlass_fp4_group_mm(
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int_fp4,
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w2_fp4,
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int_blockscale,
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w2_blockscale,
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w2_alphas,
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ab_strides_2,
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c_strides_2,
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problem_sizes2,
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expert_offsets[:-1],
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blockscale_offsets[:-1],
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out_dtype,
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device,
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)
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del int_fp4, int_blockscale
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out = (
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c2[c_map].view(m, num_topk, k) * topk_weights.view(m, num_topk, 1).half()
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).sum(dim=1)
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return out.to(dtype=out_dtype)
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