Fix 'fpclassify: ambiguous call' compile fail in MSVC 2022 (#2426)

Similar to #2219, we see "'fpclassify': ambiguous call" error in
test_conformance\basic\test_fpmath.cpp
due to missing constexpr at
https://github.com/KhronosGroup/OpenCL-CTS/blob/9265cbb2c274/test_conformance/basic/test_fpmath.cpp#L104
This PR fixes the issue by moving utility function isnan_fp in
testHarness.h and use it.
Note this PR doesn't modify use of isnan in many tests where only
float/double values are checked.
This commit is contained in:
Wenju He
2025-08-06 00:08:04 +08:00
committed by GitHub
parent 9ca0126c54
commit e15c6eb760
12 changed files with 94 additions and 107 deletions

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@@ -0,0 +1,35 @@
//
// Copyright (c) 2025 The Khronos Group Inc.
//
// Licensed under the Apache License, Version 2.0 (the "License");
// you may not use this file except in compliance with the License.
// You may obtain a copy of the License at
//
// http://www.apache.org/licenses/LICENSE-2.0
//
// Unless required by applicable law or agreed to in writing, software
// distributed under the License is distributed on an "AS IS" BASIS,
// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
// See the License for the specific language governing permissions and
// limitations under the License.
//
#ifndef _mathHelpers_h
#define _mathHelpers_h
#if defined(__APPLE__)
#include <OpenCL/cl_platform.h>
#else
#include <CL/cl_platform.h>
#endif
#include <cmath>
template <typename T> inline bool isnan_fp(const T &v) { return std::isnan(v); }
template <> inline bool isnan_fp<cl_half>(const cl_half &v)
{
uint16_t h_exp = (((cl_half)v) >> (CL_HALF_MANT_DIG - 1)) & 0x1F;
uint16_t h_mant = ((cl_half)v) & 0x3FF;
return (h_exp == 0x1F && h_mant != 0);
}
#endif // _mathHelpers_h

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@@ -14,7 +14,6 @@
// limitations under the License. // limitations under the License.
// //
#include <cmath> #include <cmath>
using std::isnan;
#include "harness/compat.h" #include "harness/compat.h"
#include <stdio.h> #include <stdio.h>
@@ -26,6 +25,7 @@ using std::isnan;
#include <CL/cl_half.h> #include <CL/cl_half.h>
#include "harness/conversions.h" #include "harness/conversions.h"
#include "harness/mathHelpers.h"
#include "harness/typeWrappers.h" #include "harness/typeWrappers.h"
extern cl_half_rounding_mode halfRoundingMode; extern cl_half_rounding_mode halfRoundingMode;
@@ -102,16 +102,6 @@ const char * kernel_explicit_s2v_set[NUM_VEC_TYPES][NUM_VEC_TYPES][5] = {
// clang-format on // clang-format on
bool IsHalfNaN(cl_half v)
{
// Extract FP16 exponent and mantissa
uint16_t h_exp = (((cl_half)v) >> (CL_HALF_MANT_DIG - 1)) & 0x1F;
uint16_t h_mant = ((cl_half)v) & 0x3FF;
// NaN test
return (h_exp == 0x1F && h_mant != 0);
}
static int test_explicit_s2v_function(cl_context context, static int test_explicit_s2v_function(cl_context context,
cl_command_queue queue, cl_kernel kernel, cl_command_queue queue, cl_kernel kernel,
ExplicitType srcType, unsigned int count, ExplicitType srcType, unsigned int count,
@@ -183,19 +173,20 @@ static int test_explicit_s2v_function(cl_context context,
{ {
bool isSrcNaN = bool isSrcNaN =
(((srcType == kHalf) (((srcType == kHalf)
&& IsHalfNaN(*reinterpret_cast<cl_half *>(inPtr))) && isnan_fp(*reinterpret_cast<cl_half *>(inPtr)))
|| ((srcType == kFloat) || ((srcType == kFloat)
&& isnan(*reinterpret_cast<cl_float *>(inPtr))) && isnan_fp(*reinterpret_cast<cl_float *>(inPtr)))
|| ((srcType == kDouble) || ((srcType == kDouble)
&& isnan(*reinterpret_cast<cl_double *>(inPtr)))); && isnan_fp(*reinterpret_cast<cl_double *>(inPtr))));
bool isDestNaN = (((destType == kHalf) bool isDestNaN =
&& IsHalfNaN(*reinterpret_cast<cl_half *>( (((destType == kHalf)
&& isnan_fp(*reinterpret_cast<cl_half *>(
outPtr + destTypeSize * s))) outPtr + destTypeSize * s)))
|| ((destType == kFloat) || ((destType == kFloat)
&& isnan(*reinterpret_cast<cl_float *>( && isnan_fp(*reinterpret_cast<cl_float *>(
outPtr + destTypeSize * s))) outPtr + destTypeSize * s)))
|| ((destType == kDouble) || ((destType == kDouble)
&& isnan(*reinterpret_cast<cl_double *>( && isnan_fp(*reinterpret_cast<cl_double *>(
outPtr + destTypeSize * s)))); outPtr + destTypeSize * s))));
if (isSrcNaN && isDestNaN) if (isSrcNaN && isDestNaN)

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@@ -14,6 +14,7 @@
// limitations under the License. // limitations under the License.
// //
#include "harness/compat.h" #include "harness/compat.h"
#include "harness/mathHelpers.h"
#include "harness/rounding_mode.h" #include "harness/rounding_mode.h"
#include "harness/stringHelpers.h" #include "harness/stringHelpers.h"
@@ -57,16 +58,6 @@ template <typename T> double toDouble(T val)
return val; return val;
} }
bool isHalfNan(cl_half v)
{
// Extract FP16 exponent and mantissa
uint16_t h_exp = (v >> (CL_HALF_MANT_DIG - 1)) & 0x1F;
uint16_t h_mant = v & 0x3FF;
// NaN test
return (h_exp == 0x1F && h_mant != 0);
}
cl_half half_plus(cl_half a, cl_half b) cl_half half_plus(cl_half a, cl_half b)
{ {
return HFF(std::plus<float>()(HTF(a), HTF(b))); return HFF(std::plus<float>()(HTF(a), HTF(b)));
@@ -101,14 +92,7 @@ int verify_fp(std::vector<T> (&input)[2], std::vector<T> &output,
T r = test.ref(inA[i], inB[i]); T r = test.ref(inA[i], inB[i]);
bool both_nan = false; bool both_nan = false;
if (std::is_same<T, cl_half>::value) both_nan = isnan_fp(r) && isnan_fp(output[i]);
{
both_nan = isHalfNan(r) && isHalfNan(output[i]);
}
else if (std::is_floating_point<T>::value)
{
both_nan = std::isnan(r) && std::isnan(output[i]);
}
// If not both nan, check if the result is the same // If not both nan, check if the result is the same
if (!both_nan && (r != output[i])) if (!both_nan && (r != output[i]))

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@@ -13,6 +13,7 @@
// See the License for the specific language governing permissions and // See the License for the specific language governing permissions and
// limitations under the License. // limitations under the License.
// //
#include "harness/mathHelpers.h"
#include "harness/testHarness.h" #include "harness/testHarness.h"
#include "harness/compat.h" #include "harness/compat.h"
#include "harness/ThreadPool.h" #include "harness/ThreadPool.h"
@@ -955,24 +956,6 @@ void MapResultValuesComplete(const std::unique_ptr<CalcRefValsBase> &info)
// destroyed automatically soon after we exit. // destroyed automatically soon after we exit.
} }
template <typename T> static bool isnan_fp(const T &v)
{
if (std::is_same<T, cl_half>::value)
{
uint16_t h_exp = (((cl_half)v) >> (CL_HALF_MANT_DIG - 1)) & 0x1F;
uint16_t h_mant = ((cl_half)v) & 0x3FF;
return (h_exp == 0x1F && h_mant != 0);
}
else
{
#if !defined(_WIN32)
return std::isnan(v);
#else
return _isnan(v);
#endif
}
}
template <typename InType> template <typename InType>
void ZeroNanToIntCases(cl_uint count, void *mapped, Type outType, void *input) void ZeroNanToIntCases(cl_uint count, void *mapped, Type outType, void *input)
{ {

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@@ -260,7 +260,7 @@ int TestFunc_HalfI_Half_Half(const Func *f, MTdata d, bool relaxedMode)
if (t[j] == q[j] && t2[j] == q2[j]) continue; if (t[j] == q[j] && t2[j] == q2[j]) continue;
// Check for paired NaNs // Check for paired NaNs
if (IsHalfNaN(t[j]) && IsHalfNaN(q[j]) && t2[j] == q2[j]) if (isnan_fp(t[j]) && isnan_fp(q[j]) && t2[j] == q2[j])
continue; continue;
cl_half test = ((cl_half *)q)[j]; cl_half test = ((cl_half *)q)[j];
@@ -282,7 +282,7 @@ int TestFunc_HalfI_Half_Half(const Func *f, MTdata d, bool relaxedMode)
// then the standard either neglects to say what is returned // then the standard either neglects to say what is returned
// in iptr or leaves it undefined or implementation defined. // in iptr or leaves it undefined or implementation defined.
int iptrUndefined = IsHalfInfinity(p[j]) || (HTF(p2[j]) == 0.0f) int iptrUndefined = IsHalfInfinity(p[j]) || (HTF(p2[j]) == 0.0f)
|| IsHalfNaN(p2[j]) || IsHalfNaN(p[j]); || isnan_fp(p2[j]) || isnan_fp(p[j]);
if (iptrUndefined) iErr = 0; if (iptrUndefined) iErr = 0;
int fail = !(fabsf(err) <= half_ulps && iErr == 0); int fail = !(fabsf(err) <= half_ulps && iErr == 0);

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@@ -274,10 +274,10 @@ int TestFunc_Half_Half_Half_Half(const Func *f, MTdata d, bool relaxedMode)
if (skipNanInf) if (skipNanInf)
{ {
if (overflow[j] || IsHalfInfinity(correct) if (overflow[j] || IsHalfInfinity(correct)
|| IsHalfNaN(correct) || IsHalfInfinity(hp0[j]) || isnan_fp(correct) || IsHalfInfinity(hp0[j])
|| IsHalfNaN(hp0[j]) || IsHalfInfinity(hp1[j]) || isnan_fp(hp0[j]) || IsHalfInfinity(hp1[j])
|| IsHalfNaN(hp1[j]) || IsHalfInfinity(hp2[j]) || isnan_fp(hp1[j]) || IsHalfInfinity(hp2[j])
|| IsHalfNaN(hp2[j])) || isnan_fp(hp2[j]))
continue; continue;
} }
@@ -318,9 +318,9 @@ int TestFunc_Half_Half_Half_Half(const Func *f, MTdata d, bool relaxedMode)
// Note: no double rounding here. Reference // Note: no double rounding here. Reference
// functions calculate in single precision. // functions calculate in single precision.
if (IsHalfInfinity(correct2) if (IsHalfInfinity(correct2)
|| IsHalfNaN(correct2) || isnan_fp(correct2)
|| IsHalfInfinity(correct3) || IsHalfInfinity(correct3)
|| IsHalfNaN(correct3)) || isnan_fp(correct3))
continue; continue;
} }
@@ -381,13 +381,13 @@ int TestFunc_Half_Half_Half_Half(const Func *f, MTdata d, bool relaxedMode)
// Note: no double rounding here. Reference // Note: no double rounding here. Reference
// functions calculate in single precision. // functions calculate in single precision.
if (IsHalfInfinity(correct2) if (IsHalfInfinity(correct2)
|| IsHalfNaN(correct2) || isnan_fp(correct2)
|| IsHalfInfinity(correct3) || IsHalfInfinity(correct3)
|| IsHalfNaN(correct3) || isnan_fp(correct3)
|| IsHalfInfinity(correct4) || IsHalfInfinity(correct4)
|| IsHalfNaN(correct4) || isnan_fp(correct4)
|| IsHalfInfinity(correct5) || IsHalfInfinity(correct5)
|| IsHalfNaN(correct5)) || isnan_fp(correct5))
continue; continue;
} }
@@ -474,13 +474,13 @@ int TestFunc_Half_Half_Half_Half(const Func *f, MTdata d, bool relaxedMode)
// Note: no double rounding here. Reference // Note: no double rounding here. Reference
// functions calculate in single precision. // functions calculate in single precision.
if (IsHalfInfinity(correct2) if (IsHalfInfinity(correct2)
|| IsHalfNaN(correct2) || isnan_fp(correct2)
|| IsHalfInfinity(correct3) || IsHalfInfinity(correct3)
|| IsHalfNaN(correct3) || isnan_fp(correct3)
|| IsHalfInfinity(correct4) || IsHalfInfinity(correct4)
|| IsHalfNaN(correct4) || isnan_fp(correct4)
|| IsHalfInfinity(correct5) || IsHalfInfinity(correct5)
|| IsHalfNaN(correct5)) || isnan_fp(correct5))
continue; continue;
} }
@@ -551,9 +551,9 @@ int TestFunc_Half_Half_Half_Half(const Func *f, MTdata d, bool relaxedMode)
// Note: no double rounding here. Reference // Note: no double rounding here. Reference
// functions calculate in single precision. // functions calculate in single precision.
if (IsHalfInfinity(correct2) if (IsHalfInfinity(correct2)
|| IsHalfNaN(correct2) || isnan_fp(correct2)
|| IsHalfInfinity(correct3) || IsHalfInfinity(correct3)
|| IsHalfNaN(correct3)) || isnan_fp(correct3))
continue; continue;
} }
@@ -613,13 +613,13 @@ int TestFunc_Half_Half_Half_Half(const Func *f, MTdata d, bool relaxedMode)
// Note: no double rounding here. Reference // Note: no double rounding here. Reference
// functions calculate in single precision. // functions calculate in single precision.
if (IsHalfInfinity(correct2) if (IsHalfInfinity(correct2)
|| IsHalfNaN(correct2) || isnan_fp(correct2)
|| IsHalfInfinity(correct3) || IsHalfInfinity(correct3)
|| IsHalfNaN(correct3) || isnan_fp(correct3)
|| IsHalfInfinity(correct4) || IsHalfInfinity(correct4)
|| IsHalfNaN(correct4) || isnan_fp(correct4)
|| IsHalfInfinity(correct5) || IsHalfInfinity(correct5)
|| IsHalfNaN(correct5)) || isnan_fp(correct5))
continue; continue;
} }
@@ -689,9 +689,9 @@ int TestFunc_Half_Half_Half_Half(const Func *f, MTdata d, bool relaxedMode)
// Note: no double rounding here. Reference // Note: no double rounding here. Reference
// functions calculate in single precision. // functions calculate in single precision.
if (IsHalfInfinity(correct2) if (IsHalfInfinity(correct2)
|| IsHalfNaN(correct2) || isnan_fp(correct2)
|| IsHalfInfinity(correct3) || IsHalfInfinity(correct3)
|| IsHalfNaN(correct3)) || isnan_fp(correct3))
continue; continue;
} }

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@@ -249,9 +249,9 @@ int TestFunc_Half2_Half(const Func *f, MTdata d, bool relaxedMode)
if (skipNanInf && overflow[j]) continue; if (skipNanInf && overflow[j]) continue;
// Note: no double rounding here. Reference functions // Note: no double rounding here. Reference functions
// calculate in single precision. // calculate in single precision.
if (IsHalfInfinity(correct1) || IsHalfNaN(correct1) if (IsHalfInfinity(correct1) || isnan_fp(correct1)
|| IsHalfInfinity(correct2) || IsHalfNaN(correct2) || IsHalfInfinity(correct2) || isnan_fp(correct2)
|| IsHalfInfinity(pIn[j]) || IsHalfNaN(pIn[j])) || IsHalfInfinity(pIn[j]) || isnan_fp(pIn[j]))
continue; continue;
} }
@@ -320,13 +320,13 @@ int TestFunc_Half2_Half(const Func *f, MTdata d, bool relaxedMode)
// Note: no double rounding here. Reference // Note: no double rounding here. Reference
// functions calculate in single precision. // functions calculate in single precision.
if (IsHalfInfinity(correctp) if (IsHalfInfinity(correctp)
|| IsHalfNaN(correctp) || isnan_fp(correctp)
|| IsHalfInfinity(correctn) || IsHalfInfinity(correctn)
|| IsHalfNaN(correctn) || isnan_fp(correctn)
|| IsHalfInfinity(correct2p) || IsHalfInfinity(correct2p)
|| IsHalfNaN(correct2p) || isnan_fp(correct2p)
|| IsHalfInfinity(correct2n) || IsHalfInfinity(correct2n)
|| IsHalfNaN(correct2n)) || isnan_fp(correct2n))
continue; continue;
} }

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@@ -19,6 +19,7 @@
#include "harness/compat.h" #include "harness/compat.h"
#include "harness/rounding_mode.h" #include "harness/rounding_mode.h"
#include "harness/fpcontrol.h" #include "harness/fpcontrol.h"
#include "harness/mathHelpers.h"
#include "harness/testHarness.h" #include "harness/testHarness.h"
#include "harness/ThreadPool.h" #include "harness/ThreadPool.h"
#include "harness/conversions.h" #include "harness/conversions.h"
@@ -172,16 +173,6 @@ inline int IsFloatNaN(double x)
return ((u.u & 0x7fffffffU) > 0x7F800000U); return ((u.u & 0x7fffffffU) > 0x7F800000U);
} }
inline bool IsHalfNaN(const cl_half v)
{
// Extract FP16 exponent and mantissa
uint16_t h_exp = (((cl_half)v) >> (CL_HALF_MANT_DIG - 1)) & 0x1F;
uint16_t h_mant = ((cl_half)v) & 0x3FF;
// NaN test
return (h_exp == 0x1F && h_mant != 0);
}
inline bool IsHalfInfinity(const cl_half v) inline bool IsHalfInfinity(const cl_half v)
{ {
// Extract FP16 exponent and mantissa // Extract FP16 exponent and mantissa

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@@ -22,6 +22,7 @@
#include <stdexcept> #include <stdexcept>
#include <vector> #include <vector>
#include "harness/mathHelpers.h"
#include "harness/stringHelpers.h" #include "harness/stringHelpers.h"
#include <CL/cl_half.h> #include <CL/cl_half.h>
@@ -368,9 +369,8 @@ int RelationalsFPTest::test_equiv_kernel(unsigned int vecSize,
{ {
if (gInfNanSupport == 0) if (gInfNanSupport == 0)
{ {
float a = inDataA[i * vecSize + j]; if (isnan_fp(inDataA[i * vecSize + j])
float b = inDataB[i * vecSize + j]; || isnan_fp(inDataB[i * vecSize + j]))
if (isnan(a) || isnan(b))
fail = 0; fail = 0;
else else
fail = 1; fail = 1;

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@@ -14,6 +14,8 @@
// limitations under the License. // limitations under the License.
// //
#include "harness/errorHelpers.h" #include "harness/errorHelpers.h"
#include "harness/mathHelpers.h"
#include "harness/testHarness.h"
#include <stdio.h> #include <stdio.h>
#include <cinttypes> #include <cinttypes>
@@ -834,9 +836,9 @@ size_t check_half(const void *const test, const void *const correct,
// Allow nans to be binary different // Allow nans to be binary different
for (i = 0; i < count; i++) for (i = 0; i < count; i++)
{ {
float fcorrect = cl_half_to_float(c[i]); if ((t[i] != c[i])
float ftest = cl_half_to_float(t[i]); && !(isnan_fp(cl_half_to_float(c[i]))
if ((t[i] != c[i]) && !(isnan(fcorrect) && isnan(ftest))) && isnan_fp(cl_half_to_float(t[i]))))
{ {
log_error("\n(check_half) Error for vector size %zu found at " log_error("\n(check_half) Error for vector size %zu found at "
"0x%8.8zx (of 0x%8.8zx): " "0x%8.8zx (of 0x%8.8zx): "

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@@ -20,6 +20,7 @@
#define _testBase_h #define _testBase_h
#include "harness/compat.h" #include "harness/compat.h"
#include "harness/mathHelpers.h"
#include "harness/rounding_mode.h" #include "harness/rounding_mode.h"
#include <stdio.h> #include <stdio.h>

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@@ -231,7 +231,7 @@ static inline
f = cl_half_to_float(cl_half_from_float(f, half_rounding)); f = cl_half_to_float(cl_half_from_float(f, half_rounding));
To val = static_cast<To>(std::min<float>(std::max<float>(f, loVal), hiVal)); To val = static_cast<To>(std::min<float>(std::max<float>(f, loVal), hiVal));
if (isnan(cl_half_to_float(rhs))) if (isnan_fp(rhs))
{ {
val = 0; val = 0;
} }