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@@ -12,6 +12,13 @@ static char elsieid[] = "%W%";
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** Algorithm courtesy Paul Eggert (eggert@twinsun.com).
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*/
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+#ifdef HAVE_LONG_DOUBLE
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+ typedef long double long_double;
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+#endif /* defined HAVE_LONG_DOUBLE */
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+#ifndef HAVE_LONG_DOUBLE
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+ typedef double long_double;
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+#endif /* !defined HAVE_LONG_DOUBLE */
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+
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double
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difftime(time1, time0)
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const time_t time1;
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@@ -22,10 +29,8 @@ const time_t time0;
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if (sizeof(time_t) < sizeof(double))
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return (double) time1 - (double) time0;
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-#ifdef HAVE_LONG_DOUBLE
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- if (sizeof(time_t) < sizeof(long double))
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- return (long double) time1 - (long double) time0;
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-#endif /* defined HAVE_LONG_DOUBLE */
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+ if (sizeof(time_t) < sizeof(long_double))
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+ return (long_double) time1 - (long_double) time0;
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if (time1 < time0)
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return -difftime(time0, time1);
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/*
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@@ -45,14 +50,14 @@ const time_t time0;
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** The following expression rounds twice, which means
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** the result may not be the closest to the true answer.
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** For example, suppose time_t is 64-bit signed int,
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- ** double is IEEE 754 double with default rounding,
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+ ** long_double is IEEE 754 double with default rounding,
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** time1 = 9223372036854775807 and time0 = -1536.
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** Then the true difference is 9223372036854777343,
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** which rounds to 9223372036854777856
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** with a total error of 513.
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** But delta overflows to -9223372036854774273,
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** which rounds to -9223372036854774784, and correcting
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- ** this by subtracting 2 * (double) hibit
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+ ** this by subtracting 2 * (long_double) hibit
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** (i.e. by adding 2**64 = 18446744073709551616)
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** yields 9223372036854776832, which
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** rounds to 9223372036854775808
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@@ -65,5 +70,5 @@ const time_t time0;
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** so if time_t is unsigned the "return delta" above
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** has the same double-rounding problem.
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*/
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- return delta - 2 * (double) hibit;
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+ return delta - 2 * (long_double) hibit;
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}
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