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1 | - | ||
2 | /* |
1 | /* |
3 | * Copyright (C) 2005 Josef Cejka |
2 | * Copyright (C) 2005 Josef Cejka |
4 | * All rights reserved. |
3 | * All rights reserved. |
5 | * |
4 | * |
6 | * Redistribution and use in source and binary forms, with or without |
5 | * Redistribution and use in source and binary forms, with or without |
Line 26... | Line 25... | ||
26 | * (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF |
25 | * (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF |
27 | * THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. |
26 | * THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. |
28 | */ |
27 | */ |
29 | 28 | ||
30 | #include<softfloat.h> |
29 | #include<softfloat.h> |
- | 30 | #include<sftypes.h> |
|
- | 31 | #include<arithmetic.h> |
|
- | 32 | #include<conversion.h> |
|
- | 33 | #include<comparison.h> |
|
- | 34 | #include<other.h> |
|
31 | 35 | ||
32 | float32 addFloat32(float32 a, float32 b); |
- | |
33 | float32 subFloat32(float32 a, float32 b); |
- | |
34 | inline int isFloat32NaN(float32 f); |
36 | /* Arithmetic functions */ |
35 | inline int isFloat32SigNaN(float32 f); |
- | |
36 | 37 | ||
37 | float __addsf3(float a, float b) |
38 | float __addsf3(float a, float b) |
38 | { |
39 | { |
39 | float32 fa, fb; |
40 | float32 fa, fb; |
40 | fa.f=a; |
41 | fa.f=a; |
41 | fb.f=b; |
42 | fb.f=b; |
42 | if (fa.parts.sign!=fb.parts.sign) return subFloat32(fa,fb).f; |
43 | if (fa.parts.sign!=fb.parts.sign) { |
- | 44 | if (fa.parts.sign) { |
|
- | 45 | fa.parts.sign=0; |
|
- | 46 | return subFloat32(fb,fa).f; |
|
- | 47 | }; |
|
- | 48 | fb.parts.sign=0; |
|
- | 49 | return subFloat32(fa,fb).f; |
|
- | 50 | } |
|
43 | return addFloat32(fa,fb).f; |
51 | return addFloat32(fa,fb).f; |
44 | }; |
52 | }; |
45 | 53 | ||
46 | float __subsf3(float a, float b) |
54 | float __subsf3(float a, float b) |
47 | { |
55 | { |
48 | float32 fa, fb; |
56 | float32 fa, fb; |
49 | fa.f=a; |
57 | fa.f=a; |
50 | fb.f=b; |
58 | fb.f=b; |
51 | if (fa.parts.sign!=fb.parts.sign) return addFloat32(fa,fb).f; |
59 | if (fa.parts.sign!=fb.parts.sign) { |
- | 60 | fb.parts.sign!=fb.parts.sign; |
|
- | 61 | return addFloat32(fa,fb).f; |
|
- | 62 | } |
|
52 | return subFloat32(fa,fb).f; |
63 | return subFloat32(fa,fb).f; |
53 | }; |
64 | }; |
54 | 65 | ||
55 | float __negsf2(float a) |
66 | float __negsf2(float a) |
56 | { |
67 | { |
Line 66... | Line 77... | ||
66 | fa.d=a; |
77 | fa.d=a; |
67 | fa.parts.sign=!fa.parts.sign; |
78 | fa.parts.sign=!fa.parts.sign; |
68 | return fa.d; |
79 | return fa.d; |
69 | }; |
80 | }; |
70 | 81 | ||
71 | /** Add two Float32 numbers with same signs |
- | |
72 | */ |
- | |
73 | float32 addFloat32(float32 a, float32 b) |
- | |
74 | { |
- | |
75 | int expdiff; |
- | |
76 | __u32 exp1,exp2,mant1,mant2; |
- | |
77 | - | ||
78 | expdiff=a.parts.exp - b.parts.exp; |
- | |
79 | if (expdiff<0) { |
- | |
80 | if (isFloat32NaN(b)) { |
- | |
81 | //TODO: fix SigNaN |
- | |
82 | if (isFloat32SigNaN(b)) { |
- | |
83 | }; |
- | |
84 | return b; |
- | |
85 | }; |
- | |
86 | - | ||
87 | if (b.parts.exp==0xFF) { |
- | |
88 | return b; |
- | |
89 | } |
- | |
90 | - | ||
91 | mant1=b.parts.mantisa; |
- | |
92 | exp1=b.parts.exp; |
- | |
93 | mant2=a.parts.mantisa; |
- | |
94 | exp2=a.parts.exp; |
- | |
95 | expdiff*=-1; |
- | |
96 | } else { |
- | |
97 | if (isFloat32NaN(a)) { |
- | |
98 | //TODO: fix SigNaN |
- | |
99 | if ((isFloat32SigNaN(a))||(isFloat32SigNaN(b))) { |
- | |
100 | }; |
- | |
101 | return a; |
- | |
102 | }; |
- | |
103 | - | ||
104 | if (a.parts.exp==0xFF) { |
- | |
105 | return a; |
- | |
106 | } |
- | |
107 | - | ||
108 | mant1=a.parts.mantisa; |
- | |
109 | exp1=a.parts.exp; |
- | |
110 | mant2=b.parts.mantisa; |
- | |
111 | exp2=b.parts.exp; |
- | |
112 | }; |
- | |
113 | - | ||
114 | if (exp1==0) { |
- | |
115 | //both are denormalized |
- | |
116 | mant1+=mant2; |
- | |
117 | if (mant1&0xF00000) { |
- | |
118 | a.parts.exp=1; |
- | |
119 | }; |
- | |
120 | a.parts.mantisa=mant1; |
- | |
121 | return a; |
- | |
122 | }; |
- | |
123 | - | ||
124 | // create some space for rounding |
82 | /* Conversion functions */ |
125 | mant1<<=6; |
- | |
126 | mant2<<=6; |
- | |
127 | - | ||
128 | mant1|=0x20000000; //add hidden bit |
- | |
129 | - | ||
130 | - | ||
131 | if (exp2==0) { |
- | |
132 | --expdiff; |
- | |
133 | } else { |
- | |
134 | mant2|=0x20000000; //hidden bit |
- | |
135 | }; |
- | |
136 | - | ||
137 | if (expdiff>24) { |
- | |
138 | goto done; |
- | |
139 | }; |
- | |
140 | - | ||
141 | mant2>>=expdiff; |
- | |
142 | mant1+=mant2; |
- | |
143 | done: |
- | |
144 | if (mant1&0x40000000) { |
- | |
145 | ++exp1; |
- | |
146 | mant1>>=1; |
- | |
147 | }; |
- | |
148 | - | ||
149 | //rounding - if first bit after mantisa is set then round up |
- | |
150 | mant1+=0x20; |
- | |
151 | - | ||
152 | a.parts.exp=exp1; |
- | |
153 | a.parts.mantisa=mant1>>6; |
- | |
154 | return a; |
- | |
155 | }; |
- | |
156 | - | ||
157 | /** Substract two float32 numbers with same signs |
- | |
158 | */ |
- | |
159 | float32 subFloat32(float32 a, float32 b) |
- | |
160 | { |
- | |
161 | - | ||
162 | - | ||
163 | }; |
- | |
164 | 83 | ||
165 | inline int isFloat32NaN(float32 f) |
- | |
166 | { /* NaN : exp = 0xff and nonzero mantisa */ |
84 | /* Comparison functions */ |
167 | return ((f.parts.exp==0xFF)&&(f.parts.mantisa)); |
- | |
168 | }; |
- | |
169 | 85 | ||
170 | inline int isFloat32SigNaN(float32 f) |
86 | /* Other functions */ |
171 | { /* SigNaN : exp = 0xff mantisa = 1xxxxx..x (binary), where at least one x is nonzero */ |
- | |
172 | return ((f.parts.exp==0xFF)&&(f.parts.mantisa>0x400000)); |
- | |
173 | }; |
- | |
174 | 87 |