Commit af7f4372 authored by zhuwenwen's avatar zhuwenwen
Browse files

Merge tag 'v0.5.5' into v0.5.5-dtk24.04.1

parents 5e19cdef 09c77926
......@@ -496,14 +496,14 @@ torch::Tensor code2x8_matmat(const torch::Tensor& input,
}
// Accumulate the partition sizes.
int4 accumulate_sizes(const torch::Tensor& codebook_partition_sizes) {
int4 accumulate_sizes(const std::vector<int64_t>& codebook_partition_sizes) {
int4 cumulative_sizes;
auto cumulative_size = &cumulative_sizes.x;
int i = 0;
size_t i = 0;
int last = 0;
assert(codebook_partition_sizes.size(0) <= 4);
for (; i < codebook_partition_sizes.size(0); ++i, ++cumulative_size) {
*cumulative_size = codebook_partition_sizes[i].item<int>() + last;
assert(codebook_partition_sizes.size() <= 4);
for (; i < codebook_partition_sizes.size(); ++i, ++cumulative_size) {
*cumulative_size = codebook_partition_sizes[i] + last;
last = *cumulative_size;
}
// fill in the rest with unreachable.
......@@ -519,12 +519,12 @@ int4 accumulate_sizes(const torch::Tensor& codebook_partition_sizes) {
torch::Tensor aqlm_gemm(const torch::Tensor& input, const torch::Tensor& codes,
const torch::Tensor& codebooks,
const torch::Tensor& scales,
const torch::Tensor& codebook_partition_sizes,
const std::vector<int64_t>& codebook_partition_sizes,
const std::optional<torch::Tensor>& bias) {
int4 cumulative_sizes =
vllm::aqlm::accumulate_sizes(codebook_partition_sizes);
int const nbooks = codebooks.size(0) / codebook_partition_sizes.size(0);
int const nbooks = codebooks.size(0) / codebook_partition_sizes.size();
int const entries = codebooks.size(1);
if (nbooks == 1 && entries == (1 << 16)) {
......@@ -541,13 +541,13 @@ torch::Tensor aqlm_gemm(const torch::Tensor& input, const torch::Tensor& codes,
return {};
}
torch::Tensor aqlm_dequant(const torch::Tensor& codes,
const torch::Tensor& codebooks,
const torch::Tensor& codebook_partition_sizes) {
torch::Tensor aqlm_dequant(
const torch::Tensor& codes, const torch::Tensor& codebooks,
const std::vector<int64_t>& codebook_partition_sizes) {
int4 cumulative_sizes =
vllm::aqlm::accumulate_sizes(codebook_partition_sizes);
int const nbooks = codebooks.size(0) / codebook_partition_sizes.size(0);
int const nbooks = codebooks.size(0) / codebook_partition_sizes.size();
int const entries = codebooks.size(1);
const at::cuda::OptionalCUDAGuard device_guard(device_of(codes));
......@@ -557,7 +557,8 @@ torch::Tensor aqlm_dequant(const torch::Tensor& codes,
auto in_features = codes.size(1) * 8;
auto out_features = codes.size(0);
assert(out_features = codebook_partition_sizes.sum().item<int>());
assert(out_features == std::accumulate(codebook_partition_sizes.begin(),
codebook_partition_sizes.end(), 0));
auto weights = torch::empty({out_features, in_features},
torch::TensorOptions()
......
......@@ -3,7 +3,14 @@
#include <cmath>
#include "../../dispatch_utils.h"
#include "../../reduction_utils.cuh"
#ifndef USE_ROCM
#include <cub/util_type.cuh>
#include <cub/cub.cuh>
#else
#include <hipcub/util_type.hpp>
#include <hipcub/hipcub.hpp>
#endif
static inline __device__ int8_t float_to_int8_rn(float x) {
#ifdef USE_ROCM
......@@ -55,7 +62,10 @@ __global__ void dynamic_scaled_int8_quant_kernel(
absmax_val = val > absmax_val ? val : absmax_val;
}
float const block_absmax_val_maybe = blockReduceMax(absmax_val);
using BlockReduce = cub::BlockReduce<float, 1024>;
__shared__ typename BlockReduce::TempStorage reduceStorage;
float const block_absmax_val_maybe =
BlockReduce(reduceStorage).Reduce(absmax_val, cub::Max{}, blockDim.x);
__shared__ float block_absmax_val;
if (tid == 0) {
block_absmax_val = block_absmax_val_maybe;
......
# CUTLASS Epilogues
## Introduction
This document describes the various CUTLASS epilogues implemented for fusing de-quantization operations onto GEMMs.
Currently, we only support symmetric quantization for weights,
and symmetric and asymmetric quantization for activations.
Both can be quantized per-tensor or per-channel (weights) / per-token (activations).
There are 4 epilogues:
1. ScaledEpilogue: symmetric quantization for activations, no bias.
1. ScaledEpilogueBias: symmetric quantization for activations, supports bias.
1. ScaledEpilogueAzp: asymmetric per-tensor quantization for activations, supports bias.
1. ScaledEpilogueAzpPerToken: asymmetric per-token quantization for activations, supports bias.
We do not have epilogues for asymmetric quantization of activations without bias in order to reduce final binary size.
Instead, if no bias is passed, the epilogue will use 0 as the bias.
That induces a redundant addition operation (and runtime check), but the performance impact is minor.
## Underlying Linear Algebra
More details available in the [Activation Quantization RFC](https://github.com/vllm-project/vllm/issues/3975).
If $` \widehat X `$ is the quantized $` X `$, our matrices become the following
```math
A = s_a (\widehat A - J_a z_a)
```
```math
B = s_b \widehat B
```
```math
D = A B + C
```
```math
D = s_a s_b \widehat D + C
```
Here, D is the output of the GEMM, and C is the bias.
A is the activations and supports asymmetric quantization,
and B is the weights and only supports symmetric quantization.
$ s_a $ and $s_b$ are the scales for activations and weights, respectively.
$ z_a $ is the zero-point for activations, and $ J_a $ is the matrix of all ones with dimensions of A.
Additional epilogues would be required to support asymmetric quantization for weights.
Expanding further, we can calculate $` \widehat D `$ as follows:
```math
A B = s_a ( \widehat A - J_a z_a ) s_b \widehat B
```
```math
A B = s_a s_b \left( \widehat A \widehat B - J_a z_a \widehat B \right)
```
```math
\widehat D = \widehat A \widehat B - z_a J_a \widehat B
```
Note that $` \widehat A \widehat B `$ is the raw output of the GEMM,
and $` J_a \widehat B `$ is known ahead of time.
Each row of it is equal to $` \mathbf 1 \widehat B `$, which is a row-vector of column sums of $` \widehat B `$.
## Epilogues
### ScaledEpilogue
This epilogue computes the symmetric quantization for activations without bias, meaning $` C = 0 `$ and $` z_a = 0 `$.
The output of the GEMM is:
```math
\widehat D = \widehat A \widehat B
```
```math
D = s_a s_b \widehat D
```
```math
D = s_a s_b \widehat A \widehat B
```
Epilogue parameters:
- `scale_a` is the scale for activations, can be per-tensor (scalar) or per-token (column-vector).
- `scale_b` is the scale for weights, can be per-tensor (scalar) or per-channel (row-vector).
### ScaledEpilogueBias
This epilogue computes the symmetric quantization for activations with bias, meaning $` z_a = 0 `$.
The output of the GEMM is:
```math
\widehat D = \widehat A \widehat B
```
```math
D = s_a s_b \widehat D + C
```
```math
D = s_a s_b \widehat A \widehat B + C
```
Epilogue parameters:
- `scale_a` is the scale for activations, can be per-tensor (scalar) or per-token (column-vector).
- `scale_b` is the scale for weights, can be per-tensor (scalar) or per-channel (row-vector).
- `bias` is the bias, is always per-channel (row-vector).
### ScaledEpilogueAzp
This epilogue computes the asymmetric per-tensor quantization for activations with bias.
The output of the GEMM is:
```math
\widehat D = \widehat A \widehat B - z_a J_a \widehat B
```
```math
D = s_a s_b \widehat D + C
```
```math
D = s_a s_b \left( \widehat A \widehat B - z_a J_a \widehat B \right) + C
```
Because $` z_a `$ is a scalar, the zero-point term $` z_a J_a \widehat B `$ has every row equal to $` z_a \mathbf 1 B `$.
That is precomputed and stored in `azp_with_adj` as a row-vector.
Epilogue parameters:
- `scale_a` is the scale for activations, can be per-tensor (scalar) or per-token (column-vector).
- Generally this will be per-tensor as the zero-points are per-tensor.
- `scale_b` is the scale for weights, can be per-tensor (scalar) or per-channel (row-vector).
- `azp_with_adj` is the precomputed zero-point term ($` z_a J_a \widehat B `$), is per-channel (row-vector).
- `bias` is the bias, is always per-channel (row-vector).
To use these kernels efficiently, users must precompute the `azp_with_adj` term offline and pass it to the kernel.
### ScaledEpilogueAzpPerToken
This epilogue computes the asymmetric per-token quantization for activations with bias.
The output of the GEMM is the same as above, but the $` z_a `$ is a column-vector.
That means the zero-point term $` z_a J_a \widehat B `$ becomes an outer product of $` z_a `$ and $` \mathbf 1 \widehat B `$.
Epilogue parameters:
- `scale_a` is the scale for activations, can be per-tensor (scalar) or per-token (column-vector).
- Generally this will be per-token as the zero-points are per-token.
- `scale_b` is the scale for weights, can be per-tensor (scalar) or per-channel (row-vector).
- `azp_adj` is the precomputed zero-point adjustment term ($` \mathbf 1 \widehat B `$), is per-channel (row-vector).
- `azp` is the zero-point (`z_a`), is per-token (column-vector).
- `bias` is the bias, is always per-channel (row-vector).
To use these kernels efficiently, users must precompute the `azp_adj` term offline and pass it to the kernel.
The epilogue performs the following computation (where `Dq` is the raw quantized output of the GEMM):
```
out = scale_a * scale_b * (Dq - azp_adj * azp) + bias
```
This diff is collapsed.
This diff is collapsed.
This diff is collapsed.
This diff is collapsed.
This diff is collapsed.
This diff is collapsed.
This diff is collapsed.
# Machete (Mixed Precision Cutlass-Based GEMM)
Machete is a spiritual successor to the Marlin kernel but optimized for Hopper architectures and based on Cutlass. Being based on Cutlass, new type pairs and epilogues are easier to add compared to Marlin.
## Overview
Machete effectively performs
```
scale_type = w_s.dtype
compute_type = a.dtype
out = (w_q.to(scale_type) * w_s - w_z.to(scale_type)) @ a
```
Where `w_q` is a quantized weight matrix, `w_s` is the quantization scales, and
`w_z` is the quantization zeropoints.
> **_NOTE:_** `w_z` is added after the scales so we can
use FMA operations, but this means they must have the scales pre-applied if the
supplied zeropoints assume that they will be subtracted before the scales are
applied.
## API
The main optimization within Machete is prepacking the weight matrix to more closely match the tensor core layouts, allowing for wider shared memory loads when loading the weight matrix. This means that the weight matrix must be prepacked before calling `machete_gemm`. The flow looks something like:
```
from vllm import _custom_ops as ops
...
W_q_packed = ops.machete_prepack_B(w_q, wtype)
output = ops.machete_gemm(
a,
b_q=W_q_packed,
b_type=wtype,
b_scales=w_s,
b_group_size=group_size
)
```
## Code Generation
Since Machete is based on Cutlass, we can generate multiple type pairs and different tile shapes using the same kernel template. We generate multiple instantiations of this template using `generate.py`.
New type pairs (`TypeConfig`s) can be appended to `impl_configs` (in `generate()`), and these will get automatically generated (assuming they can be supported without issues). For each `TypeConfig`, you must also provide an `ImplConfig`, which bundles a `TypeConfig` with a list of `ScheduleConfig`s, `Specialization`s, and a default heuristic. The `ScheduleConfig`s (which contain info on tile shapes, tile scheduler, etc.) can perform differently for different problem shapes, and there is almost never one `ScheduleConfig` that works well for all problem shapes, so it is generally beneficial to generate different `ScheduleConfig`s for different potential problem shapes. This is where the heuristic comes in. For each `TypeConfig`, a default heuristic should be provided. This maps different problem shapes to different `ScheduleConfig`s and is used when the user does not provide the `schedule` parameter to `machete_gemm`. The `Specialization`s define what feature combinations to generate, i.e., `with_zeropoints`, `with_scales`, etc. We can reduce compile times and the final binary size by limiting the set of feature combinations we generate.
\ No newline at end of file
This diff is collapsed.
This diff is collapsed.
This diff is collapsed.
Markdown is supported
0% or .
You are about to add 0 people to the discussion. Proceed with caution.
Finish editing this message first!
Please register or to comment