+2002-05-18 Toon Moene <toon@moene.indiv.nluug.nl>
+
+ * optabs.c (complex_part_zero_p): New.
+ * (expand_cmplxdiv_straight): Use it.
+ * (expand_cmplxdiv_wide): Ditto.
+ * (expand_binop): Ditto.
+
2002-05-18 Richard Henderson <rth@redhat.com>
* final.c (HAVE_READONLY_DATA_SECTION): New.
static optab new_optab PARAMS ((void));
static inline optab init_optab PARAMS ((enum rtx_code));
static inline optab init_optabv PARAMS ((enum rtx_code));
+static inline int complex_part_zero_p PARAMS ((rtx, enum mode_class,
+ enum machine_mode));
static void init_libfuncs PARAMS ((optab, int, int, const char *, int));
static void init_integral_libfuncs PARAMS ((optab, const char *, int));
static void init_floating_libfuncs PARAMS ((optab, const char *, int));
return result;
}
\f
+/* Test whether either the real or imaginary part of a complex floating
+ point number is 0.0, so that it can be ignored (when compiling
+ with -funsafe-math-optimizations). */
+
+static inline int
+complex_part_zero_p (part, class, submode)
+ rtx part;
+ enum mode_class class;
+ enum machine_mode submode;
+{
+ return part == 0 ||
+ (flag_unsafe_math_optimizations
+ && class == MODE_COMPLEX_FLOAT
+ && part == CONST0_RTX (submode));
+}
+
/* Generate code to perform a straightforward complex divide. */
static int
if (divisor == 0)
return 0;
- if (imag0 == 0)
+ if (complex_part_zero_p (imag0, class, submode))
{
/* Mathematically, ((a)(c-id))/divisor. */
/* Computationally, (a+i0) / (c+id) = (ac/(cc+dd)) + i(-ad/(cc+dd)). */
/* Calculate dividend. */
- if (imag0 == 0)
+ if (complex_part_zero_p (imag0, class, submode))
{
real_t = real0;
case DIV:
/* (a+ib) / (c+id) = ((ac+bd)/(cc+dd)) + i((bc-ad)/(cc+dd)) */
- if (imag1 == 0)
+ if (complex_part_zero_p (imag1, class, submode))
{
/* (a+ib) / (c+i0) = (a/c) + i(b/c) */