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2026-10-20 03:55:45 +00:00

64 lines
2.7 KiB
Python

import unittest
from tinygrad import Tensor, UOp, dtypes
from tinygrad.helpers import Context
from tinygrad.uop.ops import Ops
from test.helpers import KernelCountException
from tinygrad.engine.realize import run_linear
class TestRingAllReduce(unittest.TestCase):
def test_hierarchy(self):
ds = tuple(f"CPU:{i}" for i in range(4))
with Context(ALL2ALL=1, ALLREDUCE_NODE_NDEVS=2): # two nodes of 2
for size in (1, 17):
x = (Tensor.arange(4 * size, dtype=dtypes.int32).reshape(4, size) % 13).realize()
self.assertEqual(x.shard(ds, axis=0).sum(0).tolist(), x.sum(0).tolist())
def test_schedule_all2all(self):
with Context(ALL2ALL=2):
N = 4
M = N*100
ds = tuple(f"CPU:{i}" for i in range(N))
x = Tensor.arange(N*M, dtype=dtypes.float).reshape(N, M)
t = (x*x).clone().shard(ds, axis=0).realize()
out = t.sum(0).mul(2.).contiguous()
linear, var_vals = out.linear_with_vars()
copies = [si for si in linear.src if si.src[0].op is Ops.STORE]
sinks = [si for si in linear.src if si.src[0].op is Ops.SINK]
# N*(N-1) copies for input and output
copy_count = N*(N-1)*2
if len(copies) != copy_count: raise KernelCountException(copy_count, len(copies))
# N*(N-1) shrinks from other devices becoming contigs, N ALU, N extra contig, reassembly (cat), and mul
sink_count = (N*(N-1))+(N)+(N)+(1)+(1)
if len(sinks) != sink_count: raise KernelCountException(sink_count, len(sinks))
# correctness
run_linear(linear, var_vals)
expected = [2*sum((d*M+i)**2 for d in range(N)) for i in range(M)]
dev_nums = Tensor.arange(1, N+1, dtype=dtypes.float).reshape(N, 1).expand(N, M).shard(ds, axis=0)
shards = out.reshape(1, M).expand(N, M)+dev_nums
self.assertListEqual(shards.tolist(), [[x+d+1 for x in expected] for d in range(N)])
def test_symbolic_shape(self):
rows = UOp.variable("rows", 1, 4).bind(3)
t = Tensor.ones(4, 4).shard(("CPU:0", "CPU:1"), axis=1).realize()
out = t[:rows].sum(1).realize()
self.assertEqual(out.shape, (rows,))
self.assertTrue((out == 4).all().item())
def test_symbolic_shape_2d(self):
rows = UOp.variable("rows", 1, 4).bind(3)
t = Tensor.ones(4, 4, 2).shard(("CPU:0", "CPU:1"), axis=1).realize()
out = t[:rows].sum(1).realize()
self.assertEqual(out.shape, (rows, 2))
self.assertTrue((out == 4).all().item())
def test_correct_ring(self):
with Context(RING=2):
N = 4
ds = tuple(f"CPU:{i}" for i in range(N))
t = Tensor.ones(N, N*100).contiguous().shard(ds, axis=0).realize()
out = t.sum(0)
self.assertListEqual(out.tolist(), [4]*N*100)
if __name__ == '__main__':
unittest.main()