Fix naming so things will actually work

 -Erik

libm/powerpc/Makefile

@@ -27,7 +27,7 @@ TARGET_CC= $(TOPDIR)extra/gcc-uClibc/$(TARGET_ARCH)-uclibc-gcc
 TARGET_CFLAGS+=-D_IEEE_LIBM -D_ISOC99_SOURCE -D_SVID_SOURCE
 
 ifeq ($(strip $(DO_C99_MATH)),true)
-CSRC =   ceilfloor.c  frexpldexp.c  logb.c  rndint.c  scalb.c  sign.c
+CSRC = s_ceil.c s_floor.c s_ldexp.c s_frexp.c s_logb.c s_modf.c w_scalb.c s_copysign.c s_rint.c
 else
 CSRC =
 endif

libm/powerpc/s_ceil.c

@@ -0,0 +1,109 @@
+/*******************************************************************************
+*                                                                              *
+*      File ceilfloor.c,                                                       *
+*      Function ceil(x) and floor(x),                                          *
+*      Implementation of ceil and floor for the PowerPC.                       *
+*                                                                              *
+*      Copyright © 1991 Apple Computer, Inc.  All rights reserved.             *
+*                                                                              *
+*      Written by Ali Sazegari, started on November 1991,                      *
+*                                                                              *
+*      based on math.h, library code for Macintoshes with a 68881/68882        *
+*      by Jim Thomas.                                                          *
+*                                                                              *
+*      W A R N I N G:  This routine expects a 64 bit double model.             *
+*                                                                              *
+*      December 03 1992: first rs6000 port.                                    *
+*      July     14 1993: comment changes and addition of #pragma fenv_access.  *
+*	 May      06 1997: port of the ibm/taligent ceil and floor routines.     *
+*	 April    11 2001: first port to os x using gcc.				 *
+*	 June	    13 2001: replaced __setflm with in-line assembly			 *
+*                                                                              *
+*******************************************************************************/
+
+static const double        twoTo52  = 4503599627370496.0;
+static const unsigned long signMask = 0x80000000ul;
+
+typedef union
+      {
+      struct {
+#if defined(__BIG_ENDIAN__)
+	unsigned long int hi;
+	unsigned long int lo;
+#else
+	unsigned long int lo;
+	unsigned long int hi;
+#endif
+      } words;
+      double dbl;
+      } DblInHex;
+
+/*******************************************************************************
+*            Functions needed for the computation.                             *
+*******************************************************************************/
+
+/*******************************************************************************
+*      Ceil(x) returns the smallest integer not less than x.                   *
+*******************************************************************************/
+
+double ceil ( double x )
+	{
+	DblInHex xInHex,OldEnvironment;
+	register double y;
+	register unsigned long int xhi;
+	register int target;
+	
+	xInHex.dbl = x;
+	xhi = xInHex.words.hi & 0x7fffffffUL;	  // xhi is the high half of |x|
+	target = ( xInHex.words.hi < signMask );
+	
+	if ( xhi < 0x43300000ul ) 
+/*******************************************************************************
+*      Is |x| < 2.0^52?                                                        *
+*******************************************************************************/
+		{
+		if ( xhi < 0x3ff00000ul ) 
+/*******************************************************************************
+*      Is |x| < 1.0?                                                           *
+*******************************************************************************/
+			{
+			if ( ( xhi | xInHex.words.lo ) == 0ul )  // zero x is exact case
+				return ( x );
+			else 
+				{			                // inexact case
+				asm ("mffs %0" : "=f" (OldEnvironment.dbl));
+				OldEnvironment.words.lo |= 0x02000000ul;
+				asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( OldEnvironment.dbl ));
+				if ( target )
+					return ( 1.0 );
+				else
+					return ( -0.0 );
+				}
+			}
+/*******************************************************************************
+*      Is 1.0 < |x| < 2.0^52?                                                  *
+*******************************************************************************/
+		if ( target ) 
+			{
+			y = ( x + twoTo52 ) - twoTo52;          // round at binary pt.
+			if ( y < x )
+				return ( y + 1.0 );
+			else
+				return ( y );
+			}
+		
+		else 
+			{
+			y = ( x - twoTo52 ) + twoTo52;          // round at binary pt.
+			if ( y < x )
+				return ( y + 1.0 );
+			else
+				return ( y );
+			}
+		}
+/*******************************************************************************
+*      |x| >= 2.0^52 or x is a NaN.                                            *
+*******************************************************************************/
+	return ( x );
+	}
+

libm/powerpc/ceilfloor.c → libm/powerpc/s_floor.c

@@ -42,71 +42,6 @@ typedef union
 *            Functions needed for the computation.                             *
 *******************************************************************************/
 
-/*******************************************************************************
-*      Ceil(x) returns the smallest integer not less than x.                   *
-*******************************************************************************/
-
-double ceil ( double x )
-	{
-	DblInHex xInHex,OldEnvironment;
-	register double y;
-	register unsigned long int xhi;
-	register int target;
-	
-	xInHex.dbl = x;
-	xhi = xInHex.words.hi & 0x7fffffffUL;	  // xhi is the high half of |x|
-	target = ( xInHex.words.hi < signMask );
-	
-	if ( xhi < 0x43300000ul ) 
-/*******************************************************************************
-*      Is |x| < 2.0^52?                                                        *
-*******************************************************************************/
-		{
-		if ( xhi < 0x3ff00000ul ) 
-/*******************************************************************************
-*      Is |x| < 1.0?                                                           *
-*******************************************************************************/
-			{
-			if ( ( xhi | xInHex.words.lo ) == 0ul )  // zero x is exact case
-				return ( x );
-			else 
-				{			                // inexact case
-				asm ("mffs %0" : "=f" (OldEnvironment.dbl));
-				OldEnvironment.words.lo |= 0x02000000ul;
-				asm ("mtfsf 255,%0" : /*NULLOUT*/ : /*IN*/ "f" ( OldEnvironment.dbl ));
-				if ( target )
-					return ( 1.0 );
-				else
-					return ( -0.0 );
-				}
-			}
-/*******************************************************************************
-*      Is 1.0 < |x| < 2.0^52?                                                  *
-*******************************************************************************/
-		if ( target ) 
-			{
-			y = ( x + twoTo52 ) - twoTo52;          // round at binary pt.
-			if ( y < x )
-				return ( y + 1.0 );
-			else
-				return ( y );
-			}
-		
-		else 
-			{
-			y = ( x - twoTo52 ) + twoTo52;          // round at binary pt.
-			if ( y < x )
-				return ( y + 1.0 );
-			else
-				return ( y );
-			}
-		}
-/*******************************************************************************
-*      |x| >= 2.0^52 or x is a NaN.                                            *
-*******************************************************************************/
-	return ( x );
-	}
-
 /*******************************************************************************
 *      Floor(x) returns the largest integer not greater than x.                *
 *******************************************************************************/

libm/powerpc/frexpldexp.c → libm/powerpc/s_frexp.c

@@ -38,15 +38,6 @@ typedef union
       double dbl;
       } DblInHex;       
 
-double ldexp ( double value, int exp ) 
-      {
-      if ( exp > SHRT_MAX ) 
-            exp = SHRT_MAX;
-      else if ( exp < -SHRT_MAX ) 
-            exp = -SHRT_MAX;
-      return scalb ( value, exp  );
-      }
-
 double frexp ( double value, int *eptr )
       {
       DblInHex argument;

libm/powerpc/s_ldexp.c

@@ -0,0 +1,47 @@
+/*******************************************************************************
+*                                                                              *
+*      File frexpldexp.c,                                                      *
+*      Functions frexp(x) and ldexp(x),                                        *
+*      Implementation of frexp and ldexp functions for the PowerPC.            *
+*                                                                              *
+*      Copyright © 1991 Apple Computer, Inc.  All rights reserved.             *
+*                                                                              *
+*      Written by Ali Sazegari, started on January 1991,                       *
+*                                                                              *
+*      W A R N I N G:  This routine expects a 64 bit double model.             *
+*                                                                              *
+*      December03 1992: first rs6000 implementation.                           *
+*      October 05 1993: added special cases for NaN and ° in frexp.            *
+*      May     27 1997: improved the performance of frexp by eliminating the   *
+*                       switch statement.                                      *
+*	 June	   13 2001: (ram) rewrote frexp to eliminate calls to scalb and    *
+*				logb.									 *
+*                                                                              *
+*******************************************************************************/
+
+#include <limits.h>
+#include <math.h>
+
+typedef union
+      {
+      struct {
+#if defined(__BIG_ENDIAN__)
+        unsigned long int hi;
+        unsigned long int lo;
+#else
+        unsigned long int lo; 
+        unsigned long int hi; 
+#endif
+      } words;
+      double dbl;
+      } DblInHex;       
+
+double ldexp ( double value, int exp ) 
+      {
+      if ( exp > SHRT_MAX ) 
+            exp = SHRT_MAX;
+      else if ( exp < -SHRT_MAX ) 
+            exp = -SHRT_MAX;
+      return scalb ( value, exp  );
+      }
+

libm/powerpc/rndint.c → libm/powerpc/s_modf.c

@@ -69,91 +69,6 @@ static const double doubleToLong = 4503603922337792.0;	            // 2^52
 static const DblInHex Huge       = {{ 0x7FF00000, 0x00000000 }};
 static const DblInHex TOWARDZERO = {{ 0x00000000, 0x00000001 }};
 
-/*******************************************************************************
-*                                                                              *
-*     The function rint rounds its double argument to integral value           *
-*     according to the current rounding direction and returns the result in    *
-*     double format.  This function signals inexact if an ordered return       * 
-*     value is not equal to the operand.                                       *
-*                                                                              *
-********************************************************************************
-*                                                                              *
-*     This function calls:  fabs. 	                                           *
-*                                                                              *
-*******************************************************************************/
-
-/*******************************************************************************
-*     First, an elegant implementation.                                        *
-********************************************************************************
-*
-*double rint ( double x )
-*      {
-*      double y;
-*      
-*      y = twoTo52.fval;
-*      
-*      if ( fabs ( x ) >= y )                          // huge case is exact 
-*            return x;
-*      if ( x < 0 ) y = -y;                            // negative case 
-*      y = ( x + y ) - y;                              // force rounding 
-*      if ( y == 0.0 )                                 // zero results mirror sign of x 
-*            y = copysign ( y, x );
-*      return ( y );      
-*      }
-********************************************************************************
-*     Now a bit twidling version that is about %30 faster.                     *
-*******************************************************************************/
-
-double rint ( double x )
-      {
-      DblInHex argument;
-      register double y;
-      unsigned long int xHead;
-      register long int target;
-      
-      argument.dbl = x;
-      xHead = argument.words.hi & 0x7fffffffUL;          // xHead <- high half of |x|
-      target = ( argument.words.hi < signMask );         // flags positive sign
-      
-      if ( xHead < 0x43300000ul ) 
-/*******************************************************************************
-*     Is |x| < 2.0^52?                                                         *
-*******************************************************************************/
-            {
-            if ( xHead < 0x3ff00000ul ) 
-/*******************************************************************************
-*     Is |x| < 1.0?                                                            *
-*******************************************************************************/
-                  {
-                  if ( target )
-                        y = ( x + twoTo52 ) - twoTo52;  // round at binary point
-                  else
-                        y = ( x - twoTo52 ) + twoTo52;  // round at binary point
-                  if ( y == 0.0 ) 
-                        {                               // fix sign of zero result
-                        if ( target )
-                              return ( 0.0 );
-                        else
-                              return ( -0.0 );
-                        }
-                  return y;
-                  }
-            
-/*******************************************************************************
-*     Is 1.0 < |x| < 2.0^52?                                                   *
-*******************************************************************************/
-
-            if ( target )
-                  return ( ( x + twoTo52 ) - twoTo52 ); //   round at binary pt.
-            else
-                  return ( ( x - twoTo52 ) + twoTo52 );
-            }
-      
-/*******************************************************************************
-*     |x| >= 2.0^52 or x is a NaN.                                             *
-*******************************************************************************/
-      return ( x );
-      }
 
 /*******************************************************************************
 *                                                                              *

libm/powerpc/s_rint.c

@@ -0,0 +1,157 @@
+/*******************************************************************************
+**      File:   rndint.c
+**      
+**      Contains: C source code for implementations of floating-point
+**                functions which round to integral value or format, as
+**                defined in header <fp.h>.  In particular, this file
+**                contains implementations of functions rint, nearbyint,
+**                rinttol, round, roundtol, trunc, modf and modfl.  This file
+**                targets PowerPC or Power platforms.
+**                        
+**      Written by: A. Sazegari, Apple AltiVec Group
+**	    Created originally by Jon Okada, Apple Numerics Group
+**      
+**      Copyright: © 1992-2001 by Apple Computer, Inc., all rights reserved
+**      
+**      Change History (most recent first):
+**
+**      13 Jul 01  ram  replaced --setflm calls with inline assembly
+**      03 Mar 01  ali	first port to os x using gcc, added the crucial __setflm
+**                      definition.
+**				1. removed double_t, put in double for now.
+**				2. removed iclass from nearbyint.
+**				3. removed wrong comments intrunc.
+**				4. 
+**      13 May 97  ali  made performance improvements in rint, rinttol, roundtol
+**                      and trunc by folding some of the taligent ideas into this
+**                      implementation.  nearbyint is faster than the one in taligent,
+**                      rint is more elegant, but slower by %30 than the taligent one.
+**      09 Apr 97  ali  deleted modfl and deferred to AuxiliaryDD.c
+**      15 Sep 94  ali  Major overhaul and performance improvements of all functions.
+**      20 Jul 94  PAF  New faster version
+**      16 Jul 93  ali  Added the modfl function.
+**      18 Feb 93  ali  Changed the return value of fenv functions
+**                      feclearexcept and feraiseexcept to their new
+**                      NCEG X3J11.1/93-001 definitions.
+**      16 Dec 92  JPO  Removed __itrunc implementation to a 
+**                      separate file.
+**      15 Dec 92  JPO  Added __itrunc implementation and modified
+**                      rinttol to include conversion from double
+**                      to long int format.  Modified roundtol to
+**                      call __itrunc.
+**      10 Dec 92  JPO  Added modf (double) implementation.
+**      04 Dec 92  JPO  First created.
+**                        
+*******************************************************************************/
+
+#include <limits.h>
+#include <math.h>
+
+#define      SET_INVALID      0x01000000UL
+
+typedef union
+      {
+      struct {
+#if defined(__BIG_ENDIAN__)
+        unsigned long int hi;
+        unsigned long int lo;
+#else
+        unsigned long int lo;
+        unsigned long int hi;
+#endif
+      } words;
+      double dbl;
+      } DblInHex;
+
+static const unsigned long int signMask = 0x80000000ul;
+static const double twoTo52      = 4503599627370496.0;
+static const double doubleToLong = 4503603922337792.0;	            // 2^52
+static const DblInHex Huge       = {{ 0x7FF00000, 0x00000000 }};
+static const DblInHex TOWARDZERO = {{ 0x00000000, 0x00000001 }};
+
+/*******************************************************************************
+*                                                                              *
+*     The function rint rounds its double argument to integral value           *
+*     according to the current rounding direction and returns the result in    *
+*     double format.  This function signals inexact if an ordered return       * 
+*     value is not equal to the operand.                                       *
+*                                                                              *
+********************************************************************************
+*                                                                              *
+*     This function calls:  fabs. 	                                           *
+*                                                                              *
+*******************************************************************************/
+
+/*******************************************************************************
+*     First, an elegant implementation.                                        *
+********************************************************************************
+*
+*double rint ( double x )
+*      {
+*      double y;
+*      
+*      y = twoTo52.fval;
+*      
+*      if ( fabs ( x ) >= y )                          // huge case is exact 
+*            return x;
+*      if ( x < 0 ) y = -y;                            // negative case 
+*      y = ( x + y ) - y;                              // force rounding 
+*      if ( y == 0.0 )                                 // zero results mirror sign of x 
+*            y = copysign ( y, x );
+*      return ( y );      
+*      }
+********************************************************************************
+*     Now a bit twidling version that is about %30 faster.                     *
+*******************************************************************************/
+
+double rint ( double x )
+      {
+      DblInHex argument;
+      register double y;
+      unsigned long int xHead;
+      register long int target;
+      
+      argument.dbl = x;
+      xHead = argument.words.hi & 0x7fffffffUL;          // xHead <- high half of |x|
+      target = ( argument.words.hi < signMask );         // flags positive sign
+      
+      if ( xHead < 0x43300000ul ) 
+/*******************************************************************************
+*     Is |x| < 2.0^52?                                                         *
+*******************************************************************************/
+            {
+            if ( xHead < 0x3ff00000ul ) 
+/*******************************************************************************
+*     Is |x| < 1.0?                                                            *
+*******************************************************************************/
+                  {
+                  if ( target )
+                        y = ( x + twoTo52 ) - twoTo52;  // round at binary point
+                  else
+                        y = ( x - twoTo52 ) + twoTo52;  // round at binary point
+                  if ( y == 0.0 ) 
+                        {                               // fix sign of zero result
+                        if ( target )
+                              return ( 0.0 );
+                        else
+                              return ( -0.0 );
+                        }
+                  return y;
+                  }
+            
+/*******************************************************************************
+*     Is 1.0 < |x| < 2.0^52?                                                   *
+*******************************************************************************/
+
+            if ( target )
+                  return ( ( x + twoTo52 ) - twoTo52 ); //   round at binary pt.
+            else
+                  return ( ( x - twoTo52 ) + twoTo52 );
+            }
+      
+/*******************************************************************************
+*     |x| >= 2.0^52 or x is a NaN.                                             *
+*******************************************************************************/
+      return ( x );
+      }
+