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// Copyright (c) 2023 Graphcore Ltd. All rights reserved. | ||
#include "tile_small_dot.hpp" | ||
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#include <poplar/HalfFloat.hpp> | ||
#include <poplar/Vertex.hpp> | ||
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using namespace poplar; | ||
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/** | ||
* @brief 2d rotation vertex. | ||
*/ | ||
class Rotation2dVertex : public MultiVertex { | ||
public: | ||
using T = float; | ||
using T2 = float2; | ||
// Using `uint16` seems to be generating more efficient loops? | ||
using IndexType = unsigned short; | ||
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static constexpr size_t MIN_ALIGN = 8; | ||
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Input<Vector<T, poplar::VectorLayout::ONE_PTR, MIN_ALIGN>> | ||
cs; // (2,) rotation cosinus/sinus values | ||
Input<Vector<T, poplar::VectorLayout::ONE_PTR, MIN_ALIGN>> | ||
inrow0; // (N,) first input row vector | ||
Input<Vector<T, poplar::VectorLayout::ONE_PTR, MIN_ALIGN>> | ||
inrow1; // (N,) second input row vector | ||
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Input<Vector<IndexType, poplar::VectorLayout::ONE_PTR>> | ||
worker_offsets; // (7,) number threads + 1. | ||
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Output<Vector<T, poplar::VectorLayout::ONE_PTR>> | ||
outrow0; // (N,) first input row vector | ||
Output<Vector<T, poplar::VectorLayout::ONE_PTR>> | ||
outrow1; // (N,) first input row vector | ||
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bool compute(unsigned wid) { | ||
// vectorized offsets. | ||
const IndexType wstart = worker_offsets[wid]; | ||
const IndexType wend = worker_offsets[wid + 1]; | ||
const IndexType wsize = wend - wstart; | ||
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// Vertex inputs/outputs assuring proper alignment. | ||
const T2* inrow0_ptr = reinterpret_cast<const T2*>(inrow0.data()) + wstart; | ||
const T2* inrow1_ptr = reinterpret_cast<const T2*>(inrow1.data()) + wstart; | ||
const T2* cs_ptr = reinterpret_cast<const T2*>(cs.data()); | ||
T2* outrow0_ptr = reinterpret_cast<T2*>(outrow0.data()) + wstart; | ||
T2* outrow1_ptr = reinterpret_cast<T2*>(outrow1.data()) + wstart; | ||
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rotation2d_f32(cs_ptr[0], inrow0_ptr, inrow1_ptr, outrow0_ptr, outrow1_ptr, | ||
wsize, IPU_DISPATCH_TAG); | ||
return true; | ||
} | ||
}; |
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// Copyright (c) 2023 Graphcore Ltd. All rights reserved. | ||
#include "intrinsics_utils.hpp" | ||
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/** | ||
* @brief z = a*x + b*y float32 implementation. | ||
* | ||
* where x, y, z are 1D arrays and a, b are scalars. | ||
* Implementation compatible with IPU model and hardware. | ||
* | ||
* Requires input arrays with size % 2 == 0 | ||
*/ | ||
inline void axplusby_f32_v0(float a, float b, const float2 *x, const float2 *y, | ||
float2 *z, rptsize_t nblocks) { | ||
using T2 = float2; | ||
const T2 av = {a, a}; | ||
const T2 bv = {b, b}; | ||
// Sub-optimal vectorized implementation. | ||
for (unsigned idx = 0; idx < nblocks; ++idx) { | ||
const T2 xv = ipu::load_postinc(&x, 1); | ||
const T2 yv = ipu::load_postinc(&y, 1); | ||
const T2 zv = av * xv + bv * yv; | ||
ipu::store_postinc(&z, zv, 1); | ||
} | ||
} | ||
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void axplusby_f32_v1(float a, float b, const float2 *x, const float2 *y, | ||
float2 *z, rptsize_t nblocks) { | ||
// Necessary if using unsigned `nblocks`. | ||
// __builtin_assume(nblocks < 4096); | ||
using T2 = float2; | ||
const T2 av = {a, a}; | ||
// Using TAS register for one of the scalar. | ||
__ipu_and_ipumodel_tas tas; | ||
tas.put(b); | ||
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T2 res, xv, yv, zv, tmp; | ||
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xv = ipu::load_postinc(&x, 1); | ||
yv = ipu::load_postinc(&y, 1); | ||
res = xv * av; | ||
for (unsigned idx = 0; idx != nblocks; ++idx) { | ||
// Pseudo dual-issuing of instructions. | ||
// popc should be able to generate an optimal rpt loop. | ||
{ | ||
xv = ipu::load_postinc(&x, 1); | ||
// TODO: fix ordering of arguments in `f32v2axpy`. | ||
tmp = tas.f32v2axpy(res, yv); | ||
} | ||
{ | ||
yv = ipu::load_postinc(&y, 1); | ||
// TODO: fix ordering of arguments in `f32v2axpy`. | ||
zv = tas.f32v2axpy(tmp, tmp); | ||
} | ||
{ | ||
ipu::store_postinc(&z, zv, 1); | ||
res = xv * av; | ||
} | ||
} | ||
} | ||
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/** | ||
* @brief Apply 2d rotation transform (float). | ||
* | ||
* Note: input rows are separated, allowing more flexibility | ||
* for functions/vertices using this base compute method. | ||
*/ | ||
inline void rotation2d_f32(float2 cs, const float2 *inrow0, | ||
const float2 *inrow1, float2 *outrow0, | ||
float2 *outrow1, rptsize_t nblocks, ipu::ModelTag) { | ||
axplusby_f32_v1(cs[0], -cs[1], inrow0, inrow1, outrow0, nblocks); | ||
axplusby_f32_v1(cs[1], cs[0], inrow0, inrow1, outrow1, nblocks); | ||
} | ||
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inline void rotation2d_f32(float2 cs, const float2 *inrow0, | ||
const float2 *inrow1, float2 *outrow0, | ||
float2 *outrow1, rptsize_t nblocks, | ||
ipu::HardwareTag) { | ||
// Using same implementation as IPU model for now. | ||
rotation2d_f32(cs, inrow0, inrow1, outrow0, outrow1, nblocks, | ||
ipu::ModelTag{}); | ||
} |
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# Copyright (c) 2023 Graphcore Ltd. All rights reserved. | ||
import os | ||
from typing import Any, Dict | ||
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import numpy as np | ||
from jax.core import ShapedArray | ||
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from tessellate_ipu.core import declare_ipu_tile_primitive | ||
from tessellate_ipu.core.tile_interpreter_vertex_utils import make_ipu_vector1d_worker_offsets | ||
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def get_small_dot_vertex_gp_filename() -> str: | ||
return os.path.join(os.path.dirname(__file__), "../core", "vertex", "tile_small_dot.cpp") | ||
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@declare_ipu_tile_primitive("Rotation2dVertex", gp_filename=get_small_dot_vertex_gp_filename()) | ||
def rotation2d_p(cs: ShapedArray, inrow0: ShapedArray, inrow1: ShapedArray): | ||
"""2d rotation apply primitive. | ||
Specific optimization on IPU backend compared to `dot_general_p` primitive. | ||
In particular, allows passing the 2 rows of the (2, N) input as separate arrays (in some | ||
applications, contiguous storage may not be possible). | ||
Args: | ||
cs: Cos/sin 2d rotation entries. | ||
inrow0: First row (N,) | ||
inrow1: Second row (N,) | ||
Returns: | ||
outrow0: First output row (N,) | ||
outrow1: Second output row (N,) | ||
""" | ||
N = inrow0.size | ||
assert N % 2 == 0 | ||
assert inrow0 == inrow1 | ||
assert cs.dtype == inrow0.dtype | ||
assert cs.dtype == inrow1.dtype | ||
assert inrow0.dtype == np.float32 | ||
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outputs = { | ||
"outrow0": inrow0, | ||
"outrow1": inrow1, | ||
} | ||
constants = {"worker_offsets": make_ipu_vector1d_worker_offsets(N, vector_size=2, wdtype=np.uint16)} | ||
temps: Dict[str, Any] = {} | ||
perf_estimate = 100 | ||
return outputs, constants, temps, perf_estimate |
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# Copyright (c) 2023 Graphcore Ltd. All rights reserved. | ||
from functools import partial | ||
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import chex | ||
import jax | ||
import numpy as np | ||
import numpy.testing as npt | ||
import pytest | ||
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from tessellate_ipu import ipu_cycle_count, tile_map, tile_put_replicated | ||
from tessellate_ipu.lax.tile_lax_small_dot import rotation2d_p | ||
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@pytest.mark.ipu_hardware | ||
class IpuTileRotation2dHwTests(chex.TestCase): | ||
def setUp(self): | ||
super().setUp() | ||
np.random.seed(42) | ||
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def test__tile_map__rotation2d_primitive__proper_result_and_cycle_count(self): | ||
N = 512 | ||
tiles = (0,) | ||
indata = np.random.randn(2, N).astype(np.float32) | ||
cs = np.random.randn(2).astype(np.float32) | ||
rot2d = np.array([[cs[0], -cs[1]], [cs[1], cs[0]]]).astype(np.float32) | ||
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def compute_fn(cs, row0, row1): | ||
cs = tile_put_replicated(cs, tiles) | ||
row0 = tile_put_replicated(row0, tiles) | ||
row1 = tile_put_replicated(row1, tiles) | ||
# Benchmark the raw 2d rotation vertex. | ||
cs, row0, row1, start = ipu_cycle_count(cs, row0, row1) | ||
outrow0, outrow1 = tile_map(rotation2d_p, cs, row0, row1) # type:ignore | ||
outrow0, outrow1, end = ipu_cycle_count(outrow0, outrow1) | ||
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return outrow0, outrow1, start, end | ||
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compute_fn_ipu = partial(jax.jit, backend="ipu")(compute_fn) | ||
outrow0, outrow1, start, end = compute_fn_ipu(cs, indata[0], indata[1]) | ||
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# Checking getting the proper result! | ||
expected_out = rot2d @ indata | ||
npt.assert_array_almost_equal(np.ravel(outrow0), expected_out[0], decimal=6) | ||
npt.assert_array_almost_equal(np.ravel(outrow1), expected_out[1], decimal=6) | ||
# Hardware cycle count bound. | ||
start, end = np.asarray(start)[0], np.asarray(end)[0] | ||
hw_cycle_count = end[0] - start[0] | ||
# Observe on IPU Mk2 hw ~1916 cycles. | ||
assert hw_cycle_count <= 2000 |