Tue, 17 Oct 2006 00:32:05 +0200
Path fix
0 | 1 | /* |
2 | * libtu/np-conv.h | |
3 | * | |
36 | 4 | * Copyright (c) Tuomo Valkonen 1999-2002. |
53 | 5 | * |
6 | * You may distribute and modify this library under the terms of either | |
7 | * the Clarified Artistic License or the GNU LGPL, version 2.1 or later. | |
0 | 8 | */ |
9 | ||
10 | #include <math.h> | |
11 | ||
3 | 12 | #ifdef NP_SIMPLE_IMPL |
13 | ||
14 | #define FN_NUM_TO_SIGNED(T, UMAX, MAX, MIN) \ | |
15 | static int num_to_##T(T *ret, const NPNum *num, bool allow_uns_big) \ | |
16 | { \ | |
17 | if(num->type!=NPNUM_INT) \ | |
18 | return E_TOKZ_NOTINT; \ | |
19 | \ | |
20 | if(!num->negative){ \ | |
21 | *ret=num->ival; \ | |
22 | if(allow_uns_big?num->ival>UMAX:num->ival>MAX) \ | |
23 | return E_TOKZ_RANGE; \ | |
24 | }else{ \ | |
25 | *ret=-num->ival; \ | |
26 | if(num->ival>-(ulong)MIN) \ | |
27 | return E_TOKZ_RANGE; \ | |
28 | } \ | |
29 | return 0; \ | |
30 | } | |
31 | ||
32 | #define FN_NUM_TO_UNSIGNED(T, UMAX, MIN) \ | |
33 | static int num_to_##T(T *ret, const NPNum *num, bool allow_neg) \ | |
34 | { \ | |
35 | if(num->type!=NPNUM_INT) \ | |
36 | return E_TOKZ_NOTINT; \ | |
37 | \ | |
38 | if(!num->negative){ \ | |
39 | *ret=num->ival; \ | |
40 | if(num->ival>UMAX) \ | |
41 | return E_TOKZ_RANGE; \ | |
42 | }else{ \ | |
43 | *ret=-num->ival; \ | |
44 | if(!allow_neg || num->ival>(ulong)-MIN) \ | |
45 | return E_TOKZ_RANGE; \ | |
46 | } \ | |
47 | return 0; \ | |
48 | } | |
49 | ||
50 | #define FN_NUM_TO_FLOAT(T, POW) \ | |
51 | static int num_to_##T(T *ret, const NPNum *num) \ | |
52 | { \ | |
53 | *ret=(num->negative?-num->fval:num->fval); \ | |
54 | return 0; \ | |
55 | } | |
56 | ||
57 | #else /* NP_SIMPLE_IMPL */ | |
0 | 58 | |
59 | #define FN_NUM_TO_SIGNED(T, UMAX, MAX, MIN) \ | |
60 | static int num_to_##T(T *ret, const NPNum *num, bool allow_uns_big) \ | |
61 | { \ | |
62 | if(num->exponent) \ | |
63 | return E_TOKZ_NOTINT; \ | |
64 | if(num->nmantissa>0) \ | |
65 | return E_TOKZ_RANGE; \ | |
66 | \ | |
67 | if(!num->negative){ \ | |
68 | *ret=num->mantissa[0]; \ | |
69 | if(allow_uns_big?num->mantissa[0]>UMAX:num->mantissa[0]>MAX) \ | |
70 | return E_TOKZ_RANGE; \ | |
71 | }else{ \ | |
72 | *ret=-num->mantissa[0]; \ | |
73 | if(num->mantissa[0]>-(ulong)MIN) \ | |
74 | return E_TOKZ_RANGE; \ | |
75 | } \ | |
76 | return 0; \ | |
77 | } | |
78 | ||
79 | #define FN_NUM_TO_UNSIGNED(T, UMAX, MIN) \ | |
80 | static int num_to_##T(T *ret, const NPNum *num, bool allow_neg) \ | |
81 | { \ | |
82 | if(num->exponent) \ | |
83 | return E_TOKZ_NOTINT; \ | |
84 | if(num->nmantissa>0) \ | |
85 | return E_TOKZ_RANGE; \ | |
86 | \ | |
87 | if(!num->negative){ \ | |
88 | *ret=num->mantissa[0]; \ | |
89 | if(num->mantissa[0]>UMAX) \ | |
90 | return E_TOKZ_RANGE; \ | |
91 | }else{ \ | |
92 | *ret=-num->mantissa[0]; \ | |
93 | if(!allow_neg || num->mantissa[0]>(ulong)-MIN) \ | |
94 | return E_TOKZ_RANGE; \ | |
95 | } \ | |
96 | return 0; \ | |
97 | } | |
98 | ||
99 | ||
100 | #define FN_NUM_TO_FLOAT(T, POW) \ | |
101 | static int num_to_##T(T *ret, const NPNum *num) \ | |
102 | { \ | |
103 | T d=0; \ | |
104 | int i; \ | |
105 | \ | |
106 | for(i=num->nmantissa;i>=0;i--) \ | |
107 | d=d*(T)(ULONG_MAX+1.0)+num->mantissa[i]; \ | |
108 | \ | |
3 | 109 | d*=POW(num->base, num->exponent); \ |
0 | 110 | *ret=d; \ |
111 | \ | |
112 | return 0; \ | |
113 | } | |
114 | ||
3 | 115 | #endif /* NP_SIMPLE_IMPL */ |
116 | ||
0 | 117 | FN_NUM_TO_SIGNED(long, ULONG_MAX, LONG_MAX, LONG_MIN) |
118 | FN_NUM_TO_SIGNED(char, UCHAR_MAX, CHAR_MAX, CHAR_MIN) | |
119 | FN_NUM_TO_FLOAT(double, pow) | |
120 | ||
121 | #undef NEG |