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Add support for fastmath 32-bit floating point divide #6788
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| Original file line number | Diff line number | Diff line change | ||||||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| @@ -1,12 +1,14 @@ | ||||||||||||||
| from numba import cuda, float32 | ||||||||||||||
| from math import cos, sin, tan, exp, log, log10, log2, pow | ||||||||||||||
| import numpy as np | ||||||||||||||
| from numba.cuda.testing import CUDATestCase, skip_on_cudasim | ||||||||||||||
| import unittest | ||||||||||||||
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| class TestFastMathOption(CUDATestCase): | ||||||||||||||
| @skip_on_cudasim('fast divide not available in CUDASIM') | ||||||||||||||
| def test_kernel(self): | ||||||||||||||
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| # Test the cast of an int being used in fastmath divide | ||||||||||||||
| def foo(arr, val): | ||||||||||||||
| i = cuda.grid(1) | ||||||||||||||
| if i < arr.size: | ||||||||||||||
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@@ -15,8 +17,8 @@ def foo(arr, val): | |||||||||||||
| fastver = cuda.jit("void(float32[:], float32)", fastmath=True)(foo) | ||||||||||||||
| precver = cuda.jit("void(float32[:], float32)")(foo) | ||||||||||||||
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| self.assertIn('div.full.ftz.f32', fastver.ptx) | ||||||||||||||
| self.assertNotIn('div.full.ftz.f32', precver.ptx) | ||||||||||||||
| self.assertIn('div.approx.ftz.f32', fastver.ptx) | ||||||||||||||
| self.assertNotIn('div.approx.ftz.f32', precver.ptx) | ||||||||||||||
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There was a problem hiding this comment. Choose a reason for hiding this commentThe reason will be displayed to describe this comment to others. Learn more. In addition to replacing the check here, we could also check that the non-fastmath version uses the non-ftz version of the divide too:
Suggested change
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| @skip_on_cudasim('fast cos not available in CUDASIM') | ||||||||||||||
| def test_cosf(self): | ||||||||||||||
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@@ -105,6 +107,38 @@ def f8(r, x, y): | |||||||||||||
| self.assertIn('lg2.approx.ftz.f32 ', fastver.ptx) | ||||||||||||||
| self.assertNotIn('lg2.approx.ftz.f32 ', slowver.ptx) | ||||||||||||||
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| @skip_on_cudasim('fast divide not available in CUDASIM') | ||||||||||||||
| def test_divf(self): | ||||||||||||||
| def f9(r, x, y): | ||||||||||||||
| r[0] = x / y | ||||||||||||||
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| fastver = cuda.jit("void(float32[::1], float32, float32)", | ||||||||||||||
| fastmath=True)(f9) | ||||||||||||||
| slowver = cuda.jit("void(float32[::1], float32, float32)")(f9) | ||||||||||||||
| self.assertIn('div.approx.ftz.f32 ', fastver.ptx) | ||||||||||||||
| self.assertNotIn('div.approx.ftz.f32 ', slowver.ptx) | ||||||||||||||
| self.assertIn('div.rn.f32', slowver.ptx) | ||||||||||||||
| self.assertNotIn('div.rn.f32', fastver.ptx) | ||||||||||||||
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| @skip_on_cudasim('fast divide not available in CUDASIM') | ||||||||||||||
| def test_divf_exception(self): | ||||||||||||||
| def f10(r, x, y): | ||||||||||||||
| r[0] = x / y | ||||||||||||||
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| fastver = cuda.jit("void(float32[::1], float32, float32)", | ||||||||||||||
| fastmath=True, debug=True)(f10) | ||||||||||||||
| slowver = cuda.jit("void(float32[::1], float32, float32)", | ||||||||||||||
| debug=True)(f10) | ||||||||||||||
| nelem = 10 | ||||||||||||||
| ary = np.empty(nelem, dtype=np.float32) | ||||||||||||||
| with self.assertRaises(ZeroDivisionError): | ||||||||||||||
| slowver[1, nelem](ary, 10.0, 0.0) | ||||||||||||||
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| try: | ||||||||||||||
| fastver[1, nelem](ary, 10.0, 0.0) | ||||||||||||||
| except ZeroDivisionError: | ||||||||||||||
| self.fail("Divide in fastmath should not throw ZeroDivisionError") | ||||||||||||||
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| def test_device(self): | ||||||||||||||
| # fastmath option is ignored for device function | ||||||||||||||
| @cuda.jit("float32(float32, float32)", device=True) | ||||||||||||||
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For a while I was wondering what this is checking that differs from what
test_divfchecks for below... Eventually I concluded that it tests that casting an integer to afloat32then using it in a division results in adiv.approxinstruction being emitted - given how finicky casts and the type system can be, I think it's good to keep this check alongsidetest_divf- Could you add a comment here explaining that this is testing the cast of an int being used in the divide, to make it a bit easier for future readers to see the difference?Alternatively - do you have a different view on the difference between this and
test_divf? I reached my conclusion by trying to derive meaning from the code (thinking backwards a bit) so maybe there's something else going on here that I haven't followed.