case INTRINSIC_CEIL:
case INTRINSIC_CEILF:
case INTRINSIC_CEILL:
+ case INTRINSIC_COS:
+ case INTRINSIC_COSF:
case INTRINSIC_COSL:
case INTRINSIC_EXP:
case INTRINSIC_EXP2:
case INTRINSIC_EXPM1:
+ case INTRINSIC_FABS:
+ case INTRINSIC_FABSF:
case INTRINSIC_FABSL:
case INTRINSIC_FLOOR:
case INTRINSIC_FLOORF:
case INTRINSIC_LOG:
case INTRINSIC_LOG10:
case INTRINSIC_LOG2:
+ case INTRINSIC_RINT:
+ case INTRINSIC_RINTF:
case INTRINSIC_RINTL:
+ case INTRINSIC_RNDTOL:
+ case INTRINSIC_RNDTOLF:
case INTRINSIC_RNDTOLL:
case INTRINSIC_ROUND:
+ case INTRINSIC_SIN:
+ case INTRINSIC_SINF:
case INTRINSIC_SINL:
case INTRINSIC_SQRT:
case INTRINSIC_SQRTF:
case INTRINSIC_FMAX:
case INTRINSIC_FMIN:
+ case INTRINSIC_LDEXP:
+ case INTRINSIC_LDEXPF:
case INTRINSIC_LDEXPL:
code = intrinsic_decls[intrinsic].built_in;
gcc_assert (code != BUILT_IN_NONE);
/* core.math intrinsics. */
+DEF_D_BUILTIN (COSF, COSF, "cos", "core.math", "FNaNbNiNffZf")
+DEF_D_BUILTIN (COS, COS, "cos", "core.math", "FNaNbNiNfdZd")
DEF_D_BUILTIN (COSL, COSL, "cos", "core.math", "FNaNbNiNfeZe")
+DEF_D_BUILTIN (FABSF, FABSL, "fabs", "core.math", "FNaNbNiNffZf")
+DEF_D_BUILTIN (FABS, FABS, "fabs", "core.math", "FNaNbNiNfdZd")
DEF_D_BUILTIN (FABSL, FABSL, "fabs", "core.math", "FNaNbNiNfeZe")
+DEF_D_BUILTIN (LDEXPF, LDEXPF, "ldexp", "core.math", "FNaNbNiNffiZf")
+DEF_D_BUILTIN (LDEXP, LDEXP, "ldexp", "core.math", "FNaNbNiNfdiZd")
DEF_D_BUILTIN (LDEXPL, LDEXPL, "ldexp", "core.math", "FNaNbNiNfeiZe")
+DEF_D_BUILTIN (RINTF, RINTF, "rint", "core.math", "FNaNbNiNffZf")
+DEF_D_BUILTIN (RINT, RINT, "rint", "core.math", "FNaNbNiNfdZd")
DEF_D_BUILTIN (RINTL, RINTL, "rint", "core.math", "FNaNbNiNfeZe")
-/* Not sure if `llroundl' stands as a good replacement for the expected
+/* Not sure if `llround{f,l}' stands as a good replacement for the expected
behavior of `rndtol()'. */
+DEF_D_BUILTIN (RNDTOLF, LLROUNDF, "rndtol", "core.math", "FNaNbNiNffZl")
+DEF_D_BUILTIN (RNDTOL, LLROUND, "rndtol", "core.math", "FNaNbNiNfdZl")
DEF_D_BUILTIN (RNDTOLL, LLROUNDL, "rndtol", "core.math", "FNaNbNiNfeZl")
+DEF_D_BUILTIN (SINF, SINF, "sin", "core.math", "FNaNbNiNffZf")
+DEF_D_BUILTIN (SIN, SIN, "sin", "core.math", "FNaNbNiNfdZd")
DEF_D_BUILTIN (SINL, SINL, "sin", "core.math", "FNaNbNiNfeZe")
DEF_D_BUILTIN (SQRTF, SQRTF, "sqrt", "core.math", "FNaNbNiNffZf")
DEF_D_BUILTIN (SQRT, SQRT, "sqrt", "core.math", "FNaNbNiNfdZd")
DEF_D_BUILTIN (SQRTL, SQRTL, "sqrt", "core.math", "FNaNbNiNfeZe")
-DEF_D_BUILTIN (TOPRECF, NONE, "toPrec", "core.math", "FNaNbNffZI1T")
-DEF_D_BUILTIN (TOPREC, NONE, "toPrec", "core.math", "FNaNbNfdZI1T")
-DEF_D_BUILTIN (TOPRECL, NONE, "toPrec", "core.math", "FNaNbNfeZI1T")
+DEF_D_BUILTIN (TOPRECF, NONE, "toPrec", "core.math", "FfZI1T")
+DEF_D_BUILTIN (TOPREC, NONE, "toPrec", "core.math", "FdZI1T")
+DEF_D_BUILTIN (TOPRECL, NONE, "toPrec", "core.math", "FeZI1T")
/* std.math intrinsics. */
//////////////////////////////////////////////////////
// core.bitop
-// { dg-final { scan-tree-dump-not " bsf " "original" } }
+// { dg-final { scan-tree-dump " __builtin_ctz " "original" } }
int test_bsf(uint a) { return bsf(a); }
+// { dg-final { scan-tree-dump " __builtin_ctz(l|ll) " "original" } }
int test_bsf(ulong a) { return bsf(a); }
-// { dg-final { scan-tree-dump-not " bsr " "original" } }
+// { dg-final { scan-tree-dump " __builtin_clz " "original" } }
int test_bsr(uint a) { return bsr(a); }
+// { dg-final { scan-tree-dump " __builtin_clz(l|ll) " "original" } }
int test_bsr(ulong a) { return bsr(a); }
-// { dg-final { scan-tree-dump-not " bt " "original" } }
+// { dg-final { scan-tree-dump-not " <retval> = bt " "original" } }
int test_bt(size_t *a, size_t b) { return bt(a, b); }
-// { dg-final { scan-tree-dump-not " btc " "original" } }
+// { dg-final { scan-tree-dump-not " <retval> = btc " "original" } }
int test_btc(size_t *a, size_t b) { return btc(a, b); }
-// { dg-final { scan-tree-dump-not " btr " "original" } }
+// { dg-final { scan-tree-dump-not " <retval> = btr " "original" } }
int test_btr(size_t *a, size_t b) { return btr(a, b); }
-// { dg-final { scan-tree-dump-not " bts " "original" } }
+// { dg-final { scan-tree-dump-not " <retval> = bts " "original" } }
int test_bts(size_t *a, size_t b) { return bts(a, b); }
-// { dg-final { scan-tree-dump-not " bswap " "original" } }
+// { dg-final { scan-tree-dump " __builtin_bswap32 " "original" } }
uint test_bswap(uint a) { return bswap(a); }
+// { dg-final { scan-tree-dump " __builtin_bswap64 " "original" } }
ulong test_bswap(ulong a) { return bswap(a); }
-// { dg-final { scan-tree-dump-not " popcnt " "original" } }
+// { dg-final { scan-tree-dump " __builtin_popcount " "original" } }
int test_popcnt(uint a) { return popcnt(a); }
+// { dg-final { scan-tree-dump " __builtin_popcount(l|ll) " "original" } }
int test_popcnt(ulong a) { return popcnt(a); }
-// { dg-final { scan-tree-dump-not " volatileLoad " "original" } }
+// { dg-final { scan-tree-dump "\\(volatile ubyte \\*\\) a;" "original" } }
ubyte test_volatileLoad(ubyte *a) { return volatileLoad(a); }
+// { dg-final { scan-tree-dump "\\(volatile ushort \\*\\) a;" "original" } }
ushort test_volatileLoad(ushort *a) { return volatileLoad(a); }
+// { dg-final { scan-tree-dump "\\(volatile uint \\*\\) a;" "original" } }
uint test_volatileLoad(uint *a) { return volatileLoad(a); }
+// { dg-final { scan-tree-dump "\\(volatile ulong \\*\\) a;" "original" } }
ulong test_volatileLoad(ulong *a) { return volatileLoad(a); }
-// { dg-final { scan-tree-dump-not " volatileStore " "original" } }
+// { dg-final { scan-tree-dump "\\(volatile ubyte \\*\\) a = b" "original" } }
void test_volatileStore(ubyte *a, ubyte b) { return volatileStore(a, b); }
+// { dg-final { scan-tree-dump "\\(volatile ushort \\*\\) a = b" "original" } }
void test_volatileStore(ushort *a, ushort b) { return volatileStore(a, b); }
+// { dg-final { scan-tree-dump "\\(volatile uint \\*\\) a = b" "original" } }
void test_volatileStore(uint *a, uint b) { return volatileStore(a, b); }
+// { dg-final { scan-tree-dump "\\(volatile ulong \\*\\) a = b" "original" } }
void test_volatileStore(ulong *a, ulong b) { return volatileStore(a, b); }
-// { dg-final { scan-tree-dump-not " rol " "original" } }
+// { dg-final { scan-tree-dump " a r<< b;" "original" } }
ubyte test_rol(ubyte a, uint b) { return rol!ubyte(a, b); }
+// { dg-final { scan-tree-dump " a r>> 31;" "original" } }
uint test_rol(uint a) { return rol!(1, uint)(a); }
-// { dg-final { scan-tree-dump-not " ror " "original" } }
+// { dg-final { scan-tree-dump " a r>> b;" "original" } }
ushort test_ror(ushort a, uint b) { return ror!ushort(a, b); }
+// { dg-final { scan-tree-dump " a r>> 1;" "original" } }
ulong test_ror(ulong a) { return ror!(1, ulong)(a); }
//////////////////////////////////////////////////////
// core.checkedint
-// { dg-final { scan-tree-dump-not " adds " "original" } }
+// { dg-final { scan-tree-dump-not " <retval> = adds " "original" } }
int test_adds(int a, int b, ref bool c) { return adds(a, b, c); }
long test_adds(long a, long b, ref bool c) { return adds(a, b, c); }
-// { dg-final { scan-tree-dump-not " addu " "original" } }
+// { dg-final { scan-tree-dump-not " <retval> = addu " "original" } }
uint test_addu(uint a, uint b, ref bool c) { return addu(a, b, c); }
ulong test_addu(ulong a, ulong b, ref bool c) { return addu(a, b, c); }
-// { dg-final { scan-tree-dump-not " subs " "original" } }
+// { dg-final { scan-tree-dump-not " <retval> = subs " "original" } }
int test_subs(int a, int b, ref bool c) { return subs(a, b, c); }
long test_subs(long a, long b, ref bool c) { return subs(a, b, c); }
-// { dg-final { scan-tree-dump-not " subu " "original" } }
+// { dg-final { scan-tree-dump-not " <retval> = subu " "original" } }
uint test_subu(uint a, uint b, ref bool c) { return subu(a, b, c); }
ulong test_subu(ulong a, ulong b, ref bool c) { return subu(a, b, c); }
-// { dg-final { scan-tree-dump-not " negs " "original" } }
+// { dg-final { scan-tree-dump-not " <retval> = negs " "original" } }
int test_negs(int a, ref bool b) { return negs(a, b); }
long test_negs(long a, ref bool b) { return negs(a, b); }
-// { dg-final { scan-tree-dump-not " muls " "original" } }
+// { dg-final { scan-tree-dump-not " <retval> = muls " "original" } }
int test_muls(int a, int b, ref bool c) { return muls(a, b, c); }
long test_muls(long a, long b, ref bool c) { return muls(a, b, c); }
-// { dg-final { scan-tree-dump-not " mulu " "original" } }
+// { dg-final { scan-tree-dump-not " <retval> = mulu " "original" } }
uint test_mulu(uint a, uint b, ref bool c) { return mulu(a, b, c); }
ulong test_mulu(ulong a, uint b, ref bool c) { return mulu(a, b, c); }
ulong test_mulu(ulong a, ulong b, ref bool c) { return mulu(a, b, c); }
//////////////////////////////////////////////////////
// core.math
-// { dg-final { scan-tree-dump-not " cos " "original" } }
+// { dg-final { scan-tree-dump " __builtin_cosf " "original" } }
float test_cos(float a) { return cos(a); }
+// { dg-final { scan-tree-dump " __builtin_cos " "original" } }
double test_cos(double a) { return cos(a); }
+// { dg-final { scan-tree-dump " __builtin_cosl " "original" } }
real test_cos(real a) { return cos(a); }
-// { dg-final { scan-tree-dump-not " sin " "original" } }
+// { dg-final { scan-tree-dump " __builtin_sinf " "original" } }
float test_sin(float a) { return sin(a); }
+// { dg-final { scan-tree-dump " __builtin_sin " "original" } }
double test_sin(double a) { return sin(a); }
+// { dg-final { scan-tree-dump " __builtin_sinl " "original" } }
real test_sin(real a) { return sin(a); }
-// { dg-final { scan-tree-dump-not " rndtol " "original" } }
+// { dg-final { scan-tree-dump " __builtin_llroundf " "original" } }
long test_rndtol(float a) { return rndtol(a); }
+// { dg-final { scan-tree-dump " __builtin_llround " "original" } }
long test_rndtol(double a) { return rndtol(a); }
+// { dg-final { scan-tree-dump " __builtin_llroundl " "original" } }
long test_rndtol(real a) { return rndtol(a); }
-// { dg-final { scan-tree-dump-not " sqrt " "original" } }
+// { dg-final { scan-tree-dump " __builtin_sqrtf " "original" } }
float test_sqrt(float a) { return sqrt(a); }
+// { dg-final { scan-tree-dump " __builtin_sqrt " "original" } }
double test_sqrt(double a) { return sqrt(a); }
+// { dg-final { scan-tree-dump " __builtin_sqrtl " "original" } }
real test_sqrt(real a) { return sqrt(a); }
-// { dg-final { scan-tree-dump-not " ldexp " "original" } }
+// { dg-final { scan-tree-dump " __builtin_ldexpf " "original" } }
float test_ldexp(float a, int b) { return ldexp(a, b); }
+// { dg-final { scan-tree-dump " __builtin_ldexp " "original" } }
double test_ldexp(double a, int b) { return ldexp(a, b); }
+// { dg-final { scan-tree-dump " __builtin_ldexpl " "original" } }
real test_ldexp(real a, int b) { return ldexp(a, b); }
-// { dg-final { scan-tree-dump-not " fabs " "original" } }
+// { dg-final { scan-tree-dump-not " <retval> = fabs " "original" } }
float test_fabs(float a) { return fabs(a); }
double test_fabs(double a) { return fabs(a); }
real test_fabs(real a) { return fabs(a); }
-// { dg-final { scan-tree-dump-not " rint " "original" } }
+// { dg-final { scan-tree-dump " __builtin_rintf " "original" } }
float test_rint(float a) { return rint(a); }
+// { dg-final { scan-tree-dump " __builtin_rint " "original" } }
double test_rint(double a) { return rint(a); }
+// { dg-final { scan-tree-dump " __builtin_rintl " "original" } }
real test_rint(real a) { return rint(a); }
-// { dg-final { scan-tree-dump-not " toPrec " "original" } }
-float test_toPrec(float a) { return toPrec!float(a); }
-float test_toPrec(double a) { return toPrec!float(a); }
-float test_toPrec(real a) { return toPrec!float(a); }
+// { dg-final { scan-tree-dump-not " <retval> = toPrec " "original" } }
+float test_toPrecf(float a) { return toPrec!float(a); }
+float test_toPrecf(double a) { return toPrec!float(a); }
+float test_toPrecf(real a) { return toPrec!float(a); }
double test_toPrec(float a) { return toPrec!double(a); }
double test_toPrec(double a) { return toPrec!double(a); }
double test_toPrec(real a) { return toPrec!double(a); }
-real test_toPrec(float a) { return toPrec!real(a); }
-real test_toPrec(double a) { return toPrec!real(a); }
-real test_toPrec(real a) { return toPrec!real(a); }
+real test_toPrecl(float a) { return toPrec!real(a); }
+real test_toPrecl(double a) { return toPrec!real(a); }
+real test_toPrecl(real a) { return toPrec!real(a); }
//////////////////////////////////////////////////////
// core.stdc.stdarg
// { dg-final { scan-tree-dump-not " va_arg " "original" } }
-void test_va_arg(...) { int a; return va_arg!int(_argptr, a); }
+void test_va_argc(...) { int a; return va_arg!int(_argptr, a); }
int test_va_arg(...) { return va_arg!int(_argptr); }
// { dg-final { scan-tree-dump-not " va_start " "original" } }
void test_va_start(int a, ...) { return va_start(_argptr, a); }
-58560d5163381b0f1c893bd0d035b7a0a1631f92
+5e4492c45172110b035591f5961b9f9f5adf6f13
The first line of this file holds the git revision number of the last
merge done from the dlang/druntime repository.
-// Written in the D programming language.
+// Written in the D programming language.
/**
* Builtin mathematical intrinsics
* GT = >
*
* Copyright: Copyright Digital Mars 2000 - 2011.
- * License: $(WEB www.boost.org/LICENSE_1_0.txt, Boost License 1.0).
- * Authors: $(WEB digitalmars.com, Walter Bright),
+ * License: $(HTTP www.boost.org/LICENSE_1_0.txt, Boost License 1.0).
+ * Authors: $(HTTP digitalmars.com, Walter Bright),
* Don Clugston
*/
module core.math;
public:
@nogc:
+nothrow:
+@safe:
+/*****************************************
+ * Returns x rounded to a long value using the FE_TONEAREST rounding mode.
+ * If the integer value of x is
+ * greater than long.max, the result is
+ * indeterminate.
+ */
+extern (C) real rndtonl(real x);
+
+pure:
/***********************************
* Returns cosine of x. x is in radians.
*
* Results are undefined if |x| >= $(POWER 2,64).
*/
-real cos(real x) @safe pure nothrow; /* intrinsic */
+float cos(float x); /* intrinsic */
+double cos(double x); /* intrinsic */ /// ditto
+real cos(real x); /* intrinsic */ /// ditto
/***********************************
* Returns sine of x. x is in radians.
* Results are undefined if |x| >= $(POWER 2,64).
*/
-real sin(real x) @safe pure nothrow; /* intrinsic */
+float sin(float x); /* intrinsic */
+double sin(double x); /* intrinsic */ /// ditto
+real sin(real x); /* intrinsic */ /// ditto
/*****************************************
* Returns x rounded to a long value using the current rounding mode.
* greater than long.max, the result is
* indeterminate.
*/
-long rndtol(real x) @safe pure nothrow; /* intrinsic */
-
-/*****************************************
- * Returns x rounded to a long value using the FE_TONEAREST rounding mode.
- * If the integer value of x is
- * greater than long.max, the result is
- * indeterminate.
- */
-extern (C) real rndtonl(real x);
+long rndtol(float x); /* intrinsic */
+long rndtol(double x); /* intrinsic */ /// ditto
+long rndtol(real x); /* intrinsic */ /// ditto
/***************************************
* Compute square root of x.
* )
*/
-@safe pure nothrow
-{
- float sqrt(float x); /* intrinsic */
- double sqrt(double x); /* intrinsic */ /// ditto
- real sqrt(real x); /* intrinsic */ /// ditto
-}
+float sqrt(float x); /* intrinsic */
+double sqrt(double x); /* intrinsic */ /// ditto
+real sqrt(real x); /* intrinsic */ /// ditto
/*******************************************
* Compute n * 2$(SUPERSCRIPT exp)
* References: frexp
*/
-real ldexp(real n, int exp) @safe pure nothrow; /* intrinsic */
+float ldexp(float n, int exp); /* intrinsic */
+double ldexp(double n, int exp); /* intrinsic */ /// ditto
+real ldexp(real n, int exp); /* intrinsic */ /// ditto
unittest {
static if (real.mant_dig == 113)
{
- assert(ldexp(1, -16384) == 0x1p-16384L);
- assert(ldexp(1, -16382) == 0x1p-16382L);
+ assert(ldexp(1.0L, -16384) == 0x1p-16384L);
+ assert(ldexp(1.0L, -16382) == 0x1p-16382L);
}
else static if (real.mant_dig == 106)
{
- assert(ldexp(1, 1023) == 0x1p1023L);
- assert(ldexp(1, -1022) == 0x1p-1022L);
- assert(ldexp(1, -1021) == 0x1p-1021L);
+ assert(ldexp(1.0L, 1023) == 0x1p1023L);
+ assert(ldexp(1.0L, -1022) == 0x1p-1022L);
+ assert(ldexp(1.0L, -1021) == 0x1p-1021L);
}
else static if (real.mant_dig == 64)
{
- assert(ldexp(1, -16384) == 0x1p-16384L);
- assert(ldexp(1, -16382) == 0x1p-16382L);
+ assert(ldexp(1.0L, -16384) == 0x1p-16384L);
+ assert(ldexp(1.0L, -16382) == 0x1p-16382L);
}
else static if (real.mant_dig == 53)
{
- assert(ldexp(1, 1023) == 0x1p1023L);
- assert(ldexp(1, -1022) == 0x1p-1022L);
- assert(ldexp(1, -1021) == 0x1p-1021L);
+ assert(ldexp(1.0L, 1023) == 0x1p1023L);
+ assert(ldexp(1.0L, -1022) == 0x1p-1022L);
+ assert(ldexp(1.0L, -1021) == 0x1p-1021L);
}
else
assert(false, "Only 128bit, 80bit and 64bit reals expected here");
}
/*******************************
- * Returns |x|
- *
+ * Compute the absolute value.
* $(TABLE_SV
* $(TR $(TH x) $(TH fabs(x)))
* $(TR $(TD $(PLUSMN)0.0) $(TD +0.0) )
* $(TR $(TD $(PLUSMN)$(INFIN)) $(TD +$(INFIN)) )
* )
+ * It is implemented as a compiler intrinsic.
+ * Params:
+ * x = floating point value
+ * Returns: |x|
+ * References: equivalent to `std.math.fabs`
*/
-real fabs(real x) @safe pure nothrow; /* intrinsic */
+@safe pure nothrow @nogc
+{
+ float fabs(float x);
+ double fabs(double x); /// ditto
+ real fabs(real x); /// ditto
+}
/**********************************
* Rounds x to the nearest integer value, using the current rounding
* $(B nearbyint) performs
* the same operation, but does not set the FE_INEXACT exception.
*/
-real rint(real x) @safe pure nothrow; /* intrinsic */
+float rint(float x); /* intrinsic */
+double rint(double x); /* intrinsic */ /// ditto
+real rint(real x); /* intrinsic */ /// ditto
/***********************************
* Building block functions, they
* translate to a single x87 instruction.
*/
-
-real yl2x(real x, real y) @safe pure nothrow; // y * log2(x)
-real yl2xp1(real x, real y) @safe pure nothrow; // y * log2(x + 1)
+// y * log2(x)
+float yl2x(float x, float y); /* intrinsic */
+double yl2x(double x, double y); /* intrinsic */ /// ditto
+real yl2x(real x, real y); /* intrinsic */ /// ditto
+// y * log2(x +1)
+float yl2xp1(float x, float y); /* intrinsic */
+double yl2xp1(double x, double y); /* intrinsic */ /// ditto
+real yl2xp1(real x, real y); /* intrinsic */ /// ditto
unittest
{
version (INLINE_YL2X)
{
- assert(yl2x(1024, 1) == 10);
- assert(yl2xp1(1023, 1) == 10);
+ assert(yl2x(1024.0L, 1) == 10);
+ assert(yl2xp1(1023.0L, 1) == 10);
}
}
* Returns:
* f in precision of type `T`
*/
-@safe pure nothrow
T toPrec(T:float)(float f) { pragma(inline, false); return f; }
/// ditto
-@safe pure nothrow
T toPrec(T:float)(double f) { pragma(inline, false); return cast(T) f; }
/// ditto
-@safe pure nothrow
T toPrec(T:float)(real f) { pragma(inline, false); return cast(T) f; }
/// ditto
-@safe pure nothrow
T toPrec(T:double)(float f) { pragma(inline, false); return f; }
/// ditto
-@safe pure nothrow
T toPrec(T:double)(double f) { pragma(inline, false); return f; }
/// ditto
-@safe pure nothrow
T toPrec(T:double)(real f) { pragma(inline, false); return cast(T) f; }
/// ditto
-@safe pure nothrow
T toPrec(T:real)(float f) { pragma(inline, false); return f; }
/// ditto
-@safe pure nothrow
T toPrec(T:real)(double f) { pragma(inline, false); return f; }
/// ditto
-@safe pure nothrow
T toPrec(T:real)(real f) { pragma(inline, false); return f; }
@safe unittest