divv2df3.c: New file.

	* config/spu/divv2df3.c: New file.
	* config/spu/t-spu-elf (LIB2FUNCS_STATIC_EXTRA): Add it.
	(DPBIT_FUNCS): Filter out _div_df.

From-SVN: r145089

gcc/ChangeLog

+2009-03-26  Ulrich Weigand  <Ulrich.Weigand@de.ibm.com>
+
+	* config/spu/divv2df3.c: New file.
+	* config/spu/t-spu-elf (LIB2FUNCS_STATIC_EXTRA): Add it.
+	(DPBIT_FUNCS): Filter out _div_df.
+
 2009-03-26  Bernd Schmidt  <bernd.schmidt@analog.com>
 
 	* config/bfin/bfin.c (bfin_optimize_loop): If the LSETUP goes before

gcc/config/spu/divv2df3.c

+/* Copyright (C) 2009 Free Software Foundation, Inc.
+ 
+   This file is free software; you can redistribute it and/or modify it under
+   the terms of the GNU General Public License as published by the Free
+   Software Foundation; either version 2 of the License, or (at your option)
+   any later version.
+ 
+   This file is distributed in the hope that it will be useful, but WITHOUT
+   ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or
+   FITNESS FOR A PARTICULAR PURPOSE.  See the GNU General Public License
+   for more details.
+ 
+   You should have received a copy of the GNU General Public License
+   along with this file; see the file COPYING.  If not, write to the Free
+   Software Foundation, 51 Franklin Street, Fifth Floor, Boston, MA
+   02110-1301, USA.  */
+
+/* As a special exception, if you link this library with files compiled with
+   GCC to produce an executable, this does not cause the resulting executable
+   to be covered by the GNU General Public License.  The exception does not
+   however invalidate any other reasons why the executable file might be covered
+   by the GNU General Public License. */
+
+
+#include <spu_intrinsics.h>
+
+vector double __divv2df3 (vector double a_in, vector double b_in);
+
+/* __divv2df3 divides the vector dividend a by the vector divisor b and 
+   returns the resulting vector quotient.  Maximum error about 0.5 ulp 
+   over entire double range including denorms, compared to true result
+   in round-to-nearest rounding mode.  Handles Inf or NaN operands and 
+   results correctly.  */
+
+vector double
+__divv2df3 (vector double a_in, vector double b_in)
+{
+  /* Variables */
+  vec_int4    exp, exp_bias;
+  vec_uint4   no_underflow, overflow;
+  vec_float4  mant_bf, inv_bf;
+  vec_ullong2 exp_a, exp_b;
+  vec_ullong2 a_nan, a_zero, a_inf, a_denorm, a_denorm0;
+  vec_ullong2 b_nan, b_zero, b_inf, b_denorm, b_denorm0;
+  vec_ullong2 nan;
+  vec_uint4   a_exp, b_exp;
+  vec_ullong2 a_mant_0, b_mant_0;
+  vec_ullong2 a_exp_1s, b_exp_1s;
+  vec_ullong2 sign_exp_mask;
+
+  vec_double2 a, b;
+  vec_double2 mant_a, mant_b, inv_b, q0, q1, q2, mult;
+
+  /* Constants */
+  vec_uint4   exp_mask_u32 = spu_splats((unsigned int)0x7FF00000);
+  vec_uchar16 splat_hi = (vec_uchar16){0,1,2,3, 0,1,2,3,  8, 9,10,11, 8,9,10,11};
+  vec_uchar16 swap_32 = (vec_uchar16){4,5,6,7, 0,1,2,3, 12,13,14,15, 8,9,10,11};
+  vec_ullong2 exp_mask = spu_splats(0x7FF0000000000000ULL);
+  vec_ullong2 sign_mask = spu_splats(0x8000000000000000ULL);
+  vec_float4  onef = spu_splats(1.0f);
+  vec_double2 one = spu_splats(1.0);
+  vec_double2 exp_53 = (vec_double2)spu_splats(0x0350000000000000ULL);
+
+  sign_exp_mask = spu_or(sign_mask, exp_mask);
+
+  /* Extract the floating point components from each of the operands including
+   * exponent and mantissa.
+   */
+  a_exp = (vec_uint4)spu_and((vec_uint4)a_in, exp_mask_u32);
+  a_exp = spu_shuffle(a_exp, a_exp, splat_hi);
+  b_exp = (vec_uint4)spu_and((vec_uint4)b_in, exp_mask_u32);
+  b_exp = spu_shuffle(b_exp, b_exp, splat_hi);
+
+  a_mant_0 = (vec_ullong2)spu_cmpeq((vec_uint4)spu_andc((vec_ullong2)a_in, sign_exp_mask), 0);
+  a_mant_0 = spu_and(a_mant_0, spu_shuffle(a_mant_0, a_mant_0, swap_32));
+
+  b_mant_0 = (vec_ullong2)spu_cmpeq((vec_uint4)spu_andc((vec_ullong2)b_in, sign_exp_mask), 0);
+  b_mant_0 = spu_and(b_mant_0, spu_shuffle(b_mant_0, b_mant_0, swap_32));
+
+  a_exp_1s = (vec_ullong2)spu_cmpeq(a_exp, exp_mask_u32);
+  b_exp_1s = (vec_ullong2)spu_cmpeq(b_exp, exp_mask_u32);
+
+  /* Identify all possible special values that must be accomodated including:
+   * +-denorm, +-0, +-infinity, and NaNs.
+   */
+  a_denorm0= (vec_ullong2)spu_cmpeq(a_exp, 0);
+  a_nan    = spu_andc(a_exp_1s, a_mant_0);
+  a_zero   = spu_and (a_denorm0, a_mant_0);
+  a_inf    = spu_and (a_exp_1s, a_mant_0);
+  a_denorm = spu_andc(a_denorm0, a_zero);
+
+  b_denorm0= (vec_ullong2)spu_cmpeq(b_exp, 0);
+  b_nan    = spu_andc(b_exp_1s, b_mant_0);
+  b_zero   = spu_and (b_denorm0, b_mant_0);
+  b_inf    = spu_and (b_exp_1s, b_mant_0);
+  b_denorm = spu_andc(b_denorm0, b_zero);
+
+  /* Scale denorm inputs to into normalized numbers by conditionally scaling the 
+   * input parameters.
+   */
+  a = spu_sub(spu_or(a_in, exp_53), spu_sel(exp_53, a_in, sign_mask));
+  a = spu_sel(a_in, a, a_denorm);
+
+  b = spu_sub(spu_or(b_in, exp_53), spu_sel(exp_53, b_in, sign_mask));
+  b = spu_sel(b_in, b, b_denorm);
+
+  /* Extract the divisor and dividend exponent and force parameters into the signed 
+   * range [1.0,2.0) or [-1.0,2.0).
+   */
+  exp_a = spu_and((vec_ullong2)a, exp_mask);
+  exp_b = spu_and((vec_ullong2)b, exp_mask);
+
+  mant_a = spu_sel(a, one, (vec_ullong2)exp_mask);
+  mant_b = spu_sel(b, one, (vec_ullong2)exp_mask);
+  
+  /* Approximate the single reciprocal of b by using
+   * the single precision reciprocal estimate followed by one 
+   * single precision iteration of Newton-Raphson.
+   */
+  mant_bf = spu_roundtf(mant_b);
+  inv_bf = spu_re(mant_bf);
+  inv_bf = spu_madd(spu_nmsub(mant_bf, inv_bf, onef), inv_bf, inv_bf);
+
+  /* Perform 2 more Newton-Raphson iterations in double precision. The
+   * result (q1) is in the range (0.5, 2.0).
+   */
+  inv_b = spu_extend(inv_bf);
+  inv_b = spu_madd(spu_nmsub(mant_b, inv_b, one), inv_b, inv_b);
+  q0 = spu_mul(mant_a, inv_b);
+  q1 = spu_madd(spu_nmsub(mant_b, q0, mant_a), inv_b, q0);
+
+  /* Determine the exponent correction factor that must be applied 
+   * to q1 by taking into account the exponent of the normalized inputs
+   * and the scale factors that were applied to normalize them.
+   */
+  exp = spu_rlmaska(spu_sub((vec_int4)exp_a, (vec_int4)exp_b), -20);
+  exp = spu_add(exp, (vec_int4)spu_add(spu_and((vec_int4)a_denorm, -0x34), spu_and((vec_int4)b_denorm, 0x34)));
+  
+  /* Bias the quotient exponent depending on the sign of the exponent correction
+   * factor so that a single multiplier will ensure the entire double precision
+   * domain (including denorms) can be achieved.
+   *
+   *    exp 	       bias q1     adjust exp
+   *   =====	       ========    ==========
+   *   positive         2^+65         -65
+   *   negative         2^-64         +64
+   */
+  exp_bias = spu_xor(spu_rlmaska(exp, -31), 64);
+  exp = spu_sub(exp, exp_bias);
+
+  q1 = spu_sel(q1, (vec_double2)spu_add((vec_int4)q1, spu_sl(exp_bias, 20)), exp_mask);
+
+  /* Compute a multiplier (mult) to applied to the quotient (q1) to produce the 
+   * expected result. On overflow, clamp the multiplier to the maximum non-infinite
+   * number in case the rounding mode is not round-to-nearest.
+   */
+  exp = spu_add(exp, 0x3FF);
+  no_underflow = spu_cmpgt(exp, 0);
+  overflow = spu_cmpgt(exp, 0x7FE);
+  exp = spu_and(spu_sl(exp, 20), (vec_int4)no_underflow);
+  exp = spu_and(exp, (vec_int4)exp_mask);
+
+  mult = spu_sel((vec_double2)exp, (vec_double2)(spu_add((vec_uint4)exp_mask, -1)), (vec_ullong2)overflow);
+
+  /* Handle special value conditions. These include:
+   *
+   * 1) IF either operand is a NaN OR both operands are 0 or INFINITY THEN a NaN 
+   *    results.
+   * 2) ELSE IF the dividend is an INFINITY OR the divisor is 0 THEN a INFINITY results.
+   * 3) ELSE IF the dividend is 0 OR the divisor is INFINITY THEN a 0 results.
+   */
+  mult = spu_andc(mult, (vec_double2)spu_or(a_zero, b_inf));
+  mult = spu_sel(mult, (vec_double2)exp_mask, spu_or(a_inf, b_zero));
+
+  nan = spu_or(a_nan, b_nan);
+  nan = spu_or(nan, spu_and(a_zero, b_zero));
+  nan = spu_or(nan, spu_and(a_inf, b_inf));
+
+  mult = spu_or(mult, (vec_double2)nan);
+
+  /* Scale the final quotient */
+
+  q2 = spu_mul(q1, mult);
+
+  return (q2);
+}
+
+
+/* We use the same function for vector and scalar division.  Provide the
+   scalar entry point as an alias.  */
+double __divdf3 (double a, double b)
+  __attribute__ ((__alias__ ("__divv2df3")));
+
+/* Some toolchain builds used the __fast_divdf3 name for this helper function.
+   Provide this as another alternate entry point for compatibility.  */
+double __fast_divdf3 (double a, double b)
+  __attribute__ ((__alias__ ("__divv2df3")));
+

gcc/config/spu/t-spu-elf

@@ -29,6 +29,10 @@ TARGET_LIBGCC2_CFLAGS = -fPIC -mwarn-reloc -D__IN_LIBGCC2
 # own versions below.
 LIB2FUNCS_EXCLUDE = _floatdisf _floatundisf
 
+# We provide our own version of __divdf3 that performs better and has
+# better support for non-default rounding modes.
+DPBIT_FUNCS := $(filter-out _div_df, $(DPBIT_FUNCS))
+
 LIB2FUNCS_STATIC_EXTRA = $(srcdir)/config/spu/float_unssidf.c \
 			 $(srcdir)/config/spu/float_unsdidf.c \
 			 $(srcdir)/config/spu/float_unsdisf.c \
@@ -39,7 +43,8 @@ LIB2FUNCS_STATIC_EXTRA = $(srcdir)/config/spu/float_unssidf.c \
 			 $(srcdir)/config/spu/mfc_multi_tag_reserve.c \
 			 $(srcdir)/config/spu/mfc_multi_tag_release.c \
 			 $(srcdir)/config/spu/multi3.c \
-			 $(srcdir)/config/spu/divmodti4.c
+			 $(srcdir)/config/spu/divmodti4.c \
+			 $(srcdir)/config/spu/divv2df3.c
 
 LIB2ADDEH = $(srcdir)/unwind-dw2.c $(srcdir)/unwind-dw2-fde.c \
    $(srcdir)/unwind-sjlj.c $(srcdir)/unwind-c.c