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-rw-r--r--OpenAL32/Include/alMain.h54
1 files changed, 54 insertions, 0 deletions
diff --git a/OpenAL32/Include/alMain.h b/OpenAL32/Include/alMain.h
index e29d9c27..59f96ab1 100644
--- a/OpenAL32/Include/alMain.h
+++ b/OpenAL32/Include/alMain.h
@@ -275,6 +275,60 @@ inline int float2int(float f)
return (ALint)f;
}
+/* Rounds a float to the nearest integral value, according to the current
+ * rounding mode. This is essentially an inlined version of rintf, although
+ * makes fewer promises (e.g. -0 or -0.25 rounded to 0 may result in +0).
+ */
+inline float fast_roundf(float f)
+{
+#if (defined(__GNUC__) || defined(__clang__)) && (defined(__i386__) || defined(__x86_64__)) && \
+ !defined(__SSE_MATH__)
+
+ float out;
+ __asm__ __volatile__("frndint" : "=t"(out) : "0"(f));
+ return out;
+
+#else
+
+ /* Integral limit, where sub-integral precision is not available for
+ * floats.
+ */
+ static const float ilim[2] = {
+ 8388608.0f /* 0x1.0p+23 */,
+ -8388608.0f /* -0x1.0p+23 */
+ };
+ uint32_t sign, expo;
+ union {
+ float f;
+ uint32_t i;
+ } conv;
+
+ conv.f = f;
+ sign = (conv.i>>31)&0x01;
+ expo = (conv.i>>23)&0xff;
+
+ if(UNLIKELY(expo >= 150/*+23*/))
+ {
+ /* An exponent (base-2) of 23 or higher is incapable of sub-integral
+ * precision, so it's already an integral value. We don't need to worry
+ * about infinity or NaN here.
+ */
+ return f;
+ }
+ /* Adding the integral limit to the value (with a matching sign) forces a
+ * result that has no sub-integral precision, and is consequently forced to
+ * round to an integral value. Removing the integral limit then restores
+ * the initial value rounded to the integral. The compiler should not
+ * optimize this out because of non-associative rules on floating-point
+ * math (as long as you don't use -fassociative-math,
+ * -funsafe-math-optimizations, -ffast-math, or -Ofast, in which case this
+ * may break).
+ */
+ f += ilim[sign];
+ return f - ilim[sign];
+#endif
+}
+
enum DevProbe {
ALL_DEVICE_PROBE,