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1 /* long double trunc function.
2 IBM extended format long double version.
3 Copyright (C) 2004, 2006 Free Software Foundation, Inc.
4 This file is part of the GNU C Library.
5
6 The GNU C Library is free software; you can redistribute it and/or
7 modify it under the terms of the GNU Lesser General Public
8 License as published by the Free Software Foundation; either
9 version 2.1 of the License, or (at your option) any later version.
10
11 The GNU C Library is distributed in the hope that it will be useful,
12 but WITHOUT ANY WARRANTY; without even the implied warranty of
13 MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
14 Lesser General Public License for more details.
15
16 You should have received a copy of the GNU Lesser General Public
17 License along with the GNU C Library; if not, write to the Free
18 Software Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA
19 02111-1307 USA. */
20
21 #include <sysdep.h>
22 #include <math_ldbl_opt.h>
23
24 .section ".toc","aw"
25 .LC0: /* 2**52 */
26 .tc FD_43300000_0[TC],0x4330000000000000
27 .LC1: /* 0.5 */
28 .tc FD_3fe00000_0[TC],0x3fe0000000000000
29 .section ".text"
30
31 /* long double [fp1,fp2] truncl (long double x [fp1,fp2]) */
32
33 ENTRY (__truncl)
34 mffs fp11 /* Save current FPU rounding mode. */
35 lfd fp13,.LC0@toc(2)
36 fabs fp0,fp1
37 fabs fp9,fp2
38 fsub fp12,fp13,fp13 /* generate 0.0 */
39 fcmpu cr7,fp0,fp13 /* if (fabs(x) > TWO52) */
40 fcmpu cr6,fp1,fp12 /* if (x > 0.0) */
41 bnl- cr7,.L2
42 mtfsfi 7,1 /* Set rounding mode toward 0. */
43 ble- cr6,.L1
44 fneg fp2,fp12
45 fadd fp1,fp1,fp13 /* x+= TWO52; */
46 fsub fp1,fp1,fp13 /* x-= TWO52; */
47 fabs fp1,fp1 /* if (x == 0.0) x = 0.0; */
48 .L0:
49 mtfsf 0x01,fp11 /* restore previous rounding mode. */
50 blr
51 .L1:
52 fneg fp2,fp12
53 bge- cr6,.L0 /* if (x < 0.0) */
54 fsub fp1,fp1,fp13 /* x-= TWO52; */
55 fadd fp1,fp1,fp13 /* x+= TWO52; */
56 fnabs fp1,fp1 /* if (x == 0.0) x = -0.0; */
57 mtfsf 0x01,fp11 /* restore previous rounding mode. */
58 blr
59
60 /* The high double is > TWO52 so we need to round the low double and
61 perhaps the high double. In this case we have to round the low
62 double and handle any adjustment to the high double that may be
63 caused by rounding (up). This is complicated by the fact that the
64 high double may already be rounded and the low double may have the
65 opposite sign to compensate.This gets a bit tricky so we use the
66 following algorithm:
67
68 tau = floor(x_high/TWO52);
69 x0 = x_high - tau;
70 x1 = x_low + tau;
71 r1 = rint(x1);
72 y_high = x0 + r1;
73 y_low = x0 - y_high + r1;
74 return y; */
75 .L2:
76 fcmpu cr7,fp9,fp13 /* if (|x_low| > TWO52) */
77 fcmpu cr0,fp9,fp12 /* || (|x_low| == 0.0) */
78 fcmpu cr5,fp2,fp12 /* if (x_low > 0.0) */
79 bgelr- cr7 /* return x; */
80 beqlr- cr0
81 mtfsfi 7,1 /* Set rounding mode toward 0. */
82 fdiv fp8,fp1,fp13 /* x_high/TWO52 */
83
84 bng- cr6,.L6 /* if (x > 0.0) */
85 fctidz fp0,fp8
86 fcfid fp8,fp0 /* tau = floor(x_high/TWO52); */
87 fadd fp8,fp8,fp8 /* tau++; Make tau even */
88 bng cr5,.L4 /* if (x_low > 0.0) */
89 fmr fp3,fp1
90 fmr fp4,fp2
91 b .L5
92 .L4: /* if (x_low < 0.0) */
93 fsub fp3,fp1,fp8 /* x0 = x_high - tau; */
94 fadd fp4,fp2,fp8 /* x1 = x_low + tau; */
95 .L5:
96 fadd fp5,fp4,fp13 /* r1 = r1 + TWO52; */
97 fsub fp5,fp5,fp13 /* r1 = r1 - TWO52; */
98 b .L9
99 .L6: /* if (x < 0.0) */
100 fctidz fp0,fp8
101 fcfid fp8,fp0 /* tau = floor(x_high/TWO52); */
102 fadd fp8,fp8,fp8 /* tau++; Make tau even */
103 bnl cr5,.L7 /* if (x_low < 0.0) */
104 fmr fp3,fp1
105 fmr fp4,fp2
106 b .L8
107 .L7: /* if (x_low > 0.0) */
108 fsub fp3,fp1,fp8 /* x0 = x_high - tau; */
109 fadd fp4,fp2,fp8 /* x1 = x_low + tau; */
110 .L8:
111 fsub fp5,fp4,fp13 /* r1-= TWO52; */
112 fadd fp5,fp5,fp13 /* r1+= TWO52; */
113 .L9:
114 mtfsf 0x01,fp11 /* restore previous rounding mode. */
115 fadd fp1,fp3,fp5 /* y_high = x0 + r1; */
116 fsub fp2,fp3,fp1 /* y_low = x0 - y_high + r1; */
117 fadd fp2,fp2,fp5
118 blr
119 END (__truncl)
120
121 long_double_symbol (libm, __truncl, truncl)