[Hotfix] solve fp8 w8a8 ci test fail (#4531)
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@@ -15,6 +15,13 @@ from sglang.srt.utils import (
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is_hip,
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)
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try:
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import vllm
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VLLM_AVAILABLE = True
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except ImportError:
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VLLM_AVAILABLE = False
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use_vllm_cutlass_w8a8_fp8_kernel = get_bool_env_var("USE_VLLM_CUTLASS_W8A8_FP8_KERNEL")
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_is_hip = is_hip()
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@@ -27,13 +34,8 @@ if _is_cuda:
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from sglang.srt.layers.quantization.fp8_kernel import sglang_per_token_quant_fp8
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if use_vllm_cutlass_w8a8_fp8_kernel:
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try:
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from vllm import _custom_ops as ops
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VLLM_AVAILABLE = True
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except ImportError:
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VLLM_AVAILABLE = False
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if use_vllm_cutlass_w8a8_fp8_kernel and VLLM_AVAILABLE:
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from vllm import _custom_ops as ops
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else:
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from sgl_kernel import fp8_scaled_mm
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@@ -253,68 +255,69 @@ def apply_fp8_linear(
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# torch.scaled_mm supports per tensor weights + activations only
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# so fallback to naive if per channel or per token
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per_tensor_weights = weight_scale.numel() == 1
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per_tensor_activations = x_scale.numel() == 1
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if per_tensor_weights and per_tensor_activations:
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# Fused GEMM_DQ
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output = torch._scaled_mm(
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qinput,
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weight,
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out_dtype=input.dtype,
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scale_a=x_scale,
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scale_b=weight_scale,
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bias=bias,
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)
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# A fix for discrepancy in scaled_mm which returns tuple
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# for torch < 2.5 and a single value in torch >= 2.5
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if type(output) is tuple and len(output) == 2:
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output = output[0]
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return torch.narrow(output, 0, 0, input_2d.shape[0]).view(*output_shape)
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else:
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# Fallback for channelwise case, where we use unfused DQ
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# due to limitations with scaled_mm
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per_tensor_weights = weight_scale.numel() == 1
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per_tensor_activations = x_scale.numel() == 1
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# Symmetric quantized GEMM by definition computes the following:
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# C = (s_x * X) (s_w * W) + bias
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# This is equivalent to dequantizing the weights and activations
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# before applying a GEMM.
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#
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# In order to compute quantized operands, a quantized kernel
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# will rewrite the above like so:
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# C = s_w * s_x * (X * W) + bias
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#
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# For the scaled_mm fallback case, we break this down, since it
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# does not support s_w being a vector.
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if per_tensor_weights and per_tensor_activations:
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# Fused GEMM_DQ
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output = torch._scaled_mm(
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qinput,
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weight,
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out_dtype=input.dtype,
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scale_a=x_scale,
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scale_b=weight_scale,
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bias=bias,
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)
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# A fix for discrepancy in scaled_mm which returns tuple
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# for torch < 2.5 and a single value in torch >= 2.5
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if type(output) is tuple and len(output) == 2:
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output = output[0]
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# Making sure the dummy tensor is on the same device as the weight
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global TORCH_DEVICE_IDENTITY
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if TORCH_DEVICE_IDENTITY.device != weight.device:
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TORCH_DEVICE_IDENTITY = TORCH_DEVICE_IDENTITY.to(weight.device)
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return torch.narrow(output, 0, 0, input_2d.shape[0]).view(*output_shape)
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# GEMM
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# This computes C = (X * W).
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# Output in fp32 to allow subsequent ops to happen in-place
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output = torch._scaled_mm(
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qinput,
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weight,
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scale_a=TORCH_DEVICE_IDENTITY,
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scale_b=TORCH_DEVICE_IDENTITY,
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out_dtype=torch.float32,
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)
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# A fix for discrepancy in scaled_mm which returns tuple
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# for torch < 2.5 and a single value in torch >= 2.5
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if type(output) is tuple and len(output) == 2:
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output = output[0]
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# Unpad (undo num_token_padding)
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output = torch.narrow(output, 0, 0, input_2d.shape[0])
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x_scale = torch.narrow(x_scale, 0, 0, input_2d.shape[0])
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else:
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# Fallback for channelwise case, where we use unfused DQ
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# due to limitations with scaled_mm
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# DQ
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# C = sw * sx * (X * W) + bias
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output = output * x_scale * weight_scale.t()
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if bias is not None:
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output = output + bias
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return output.to(dtype=input.dtype).view(*output_shape)
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# Symmetric quantized GEMM by definition computes the following:
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# C = (s_x * X) (s_w * W) + bias
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# This is equivalent to dequantizing the weights and activations
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# before applying a GEMM.
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#
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# In order to compute quantized operands, a quantized kernel
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# will rewrite the above like so:
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# C = s_w * s_x * (X * W) + bias
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#
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# For the scaled_mm fallback case, we break this down, since it
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# does not support s_w being a vector.
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# Making sure the dummy tensor is on the same device as the weight
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global TORCH_DEVICE_IDENTITY
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if TORCH_DEVICE_IDENTITY.device != weight.device:
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TORCH_DEVICE_IDENTITY = TORCH_DEVICE_IDENTITY.to(weight.device)
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# GEMM
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# This computes C = (X * W).
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# Output in fp32 to allow subsequent ops to happen in-place
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output = torch._scaled_mm(
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qinput,
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weight,
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scale_a=TORCH_DEVICE_IDENTITY,
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scale_b=TORCH_DEVICE_IDENTITY,
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out_dtype=torch.float32,
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)
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# A fix for discrepancy in scaled_mm which returns tuple
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# for torch < 2.5 and a single value in torch >= 2.5
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if type(output) is tuple and len(output) == 2:
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output = output[0]
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# Unpad (undo num_token_padding)
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output = torch.narrow(output, 0, 0, input_2d.shape[0])
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x_scale = torch.narrow(x_scale, 0, 0, input_2d.shape[0])
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# DQ
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# C = sw * sx * (X * W) + bias
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output = output * x_scale * weight_scale.t()
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if bias is not None:
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output = output + bias
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return output.to(dtype=input.dtype).view(*output_shape)
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