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lvzhengyang
abc
Commits
9c7741ef
Commit
9c7741ef
authored
Oct 21, 2016
by
Alan Mishchenko
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Code for profiling arithmetic circuits.
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/**CFile****************************************************************
FileName [acecSt.c]
SystemName [ABC: Logic synthesis and verification system.]
PackageName [CEC for arithmetic circuits.]
Synopsis [Core procedures.]
Author [Alan Mishchenko]
Affiliation [UC Berkeley]
Date [Ver. 1.0. Started - June 20, 2005.]
Revision [$Id: acecSt.c,v 1.00 2005/06/20 00:00:00 alanmi Exp $]
***********************************************************************/
#include "acecInt.h"
#include "misc/vec/vecWec.h"
#include "misc/extra/extra.h"
ABC_NAMESPACE_IMPL_START
////////////////////////////////////////////////////////////////////////
/// DECLARATIONS ///
////////////////////////////////////////////////////////////////////////
int
Npn3Table
[
256
][
2
]
=
{
{
0x00
,
0
},
// 0x00 = 0
{
0x01
,
1
},
// 0x01 = 1
{
0x01
,
1
},
// 0x02 = 2
{
0x03
,
2
},
// 0x03 = 3
{
0x01
,
1
},
// 0x04 = 4
{
0x03
,
2
},
// 0x05 = 5
{
0x06
,
3
},
// 0x06 = 6
{
0x07
,
4
},
// 0x07 = 7
{
0x01
,
1
},
// 0x08 = 8
{
0x06
,
3
},
// 0x09 = 9
{
0x03
,
2
},
// 0x0A = 10
{
0x07
,
4
},
// 0x0B = 11
{
0x03
,
2
},
// 0x0C = 12
{
0x07
,
4
},
// 0x0D = 13
{
0x07
,
4
},
// 0x0E = 14
{
0x0F
,
5
},
// 0x0F = 15
{
0x01
,
1
},
// 0x10 = 16
{
0x03
,
2
},
// 0x11 = 17
{
0x06
,
3
},
// 0x12 = 18
{
0x07
,
4
},
// 0x13 = 19
{
0x06
,
3
},
// 0x14 = 20
{
0x07
,
4
},
// 0x15 = 21
{
0x16
,
6
},
// 0x16 = 22
{
0x17
,
7
},
// 0x17 = 23
{
0x18
,
8
},
// 0x18 = 24
{
0x19
,
9
},
// 0x19 = 25
{
0x19
,
9
},
// 0x1A = 26
{
0x1B
,
10
},
// 0x1B = 27
{
0x19
,
9
},
// 0x1C = 28
{
0x1B
,
10
},
// 0x1D = 29
{
0x1E
,
11
},
// 0x1E = 30
{
0x07
,
4
},
// 0x1F = 31
{
0x01
,
1
},
// 0x20 = 32
{
0x06
,
3
},
// 0x21 = 33
{
0x03
,
2
},
// 0x22 = 34
{
0x07
,
4
},
// 0x23 = 35
{
0x18
,
8
},
// 0x24 = 36
{
0x19
,
9
},
// 0x25 = 37
{
0x19
,
9
},
// 0x26 = 38
{
0x1B
,
10
},
// 0x27 = 39
{
0x06
,
3
},
// 0x28 = 40
{
0x16
,
6
},
// 0x29 = 41
{
0x07
,
4
},
// 0x2A = 42
{
0x17
,
7
},
// 0x2B = 43
{
0x19
,
9
},
// 0x2C = 44
{
0x1E
,
11
},
// 0x2D = 45
{
0x1B
,
10
},
// 0x2E = 46
{
0x07
,
4
},
// 0x2F = 47
{
0x03
,
2
},
// 0x30 = 48
{
0x07
,
4
},
// 0x31 = 49
{
0x07
,
4
},
// 0x32 = 50
{
0x0F
,
5
},
// 0x33 = 51
{
0x19
,
9
},
// 0x34 = 52
{
0x1B
,
10
},
// 0x35 = 53
{
0x1E
,
11
},
// 0x36 = 54
{
0x07
,
4
},
// 0x37 = 55
{
0x19
,
9
},
// 0x38 = 56
{
0x1E
,
11
},
// 0x39 = 57
{
0x1B
,
10
},
// 0x3A = 58
{
0x07
,
4
},
// 0x3B = 59
{
0x3C
,
12
},
// 0x3C = 60
{
0x19
,
9
},
// 0x3D = 61
{
0x19
,
9
},
// 0x3E = 62
{
0x03
,
2
},
// 0x3F = 63
{
0x01
,
1
},
// 0x40 = 64
{
0x06
,
3
},
// 0x41 = 65
{
0x18
,
8
},
// 0x42 = 66
{
0x19
,
9
},
// 0x43 = 67
{
0x03
,
2
},
// 0x44 = 68
{
0x07
,
4
},
// 0x45 = 69
{
0x19
,
9
},
// 0x46 = 70
{
0x1B
,
10
},
// 0x47 = 71
{
0x06
,
3
},
// 0x48 = 72
{
0x16
,
6
},
// 0x49 = 73
{
0x19
,
9
},
// 0x4A = 74
{
0x1E
,
11
},
// 0x4B = 75
{
0x07
,
4
},
// 0x4C = 76
{
0x17
,
7
},
// 0x4D = 77
{
0x1B
,
10
},
// 0x4E = 78
{
0x07
,
4
},
// 0x4F = 79
{
0x03
,
2
},
// 0x50 = 80
{
0x07
,
4
},
// 0x51 = 81
{
0x19
,
9
},
// 0x52 = 82
{
0x1B
,
10
},
// 0x53 = 83
{
0x07
,
4
},
// 0x54 = 84
{
0x0F
,
5
},
// 0x55 = 85
{
0x1E
,
11
},
// 0x56 = 86
{
0x07
,
4
},
// 0x57 = 87
{
0x19
,
9
},
// 0x58 = 88
{
0x1E
,
11
},
// 0x59 = 89
{
0x3C
,
12
},
// 0x5A = 90
{
0x19
,
9
},
// 0x5B = 91
{
0x1B
,
10
},
// 0x5C = 92
{
0x07
,
4
},
// 0x5D = 93
{
0x19
,
9
},
// 0x5E = 94
{
0x03
,
2
},
// 0x5F = 95
{
0x06
,
3
},
// 0x60 = 96
{
0x16
,
6
},
// 0x61 = 97
{
0x19
,
9
},
// 0x62 = 98
{
0x1E
,
11
},
// 0x63 = 99
{
0x19
,
9
},
// 0x64 = 100
{
0x1E
,
11
},
// 0x65 = 101
{
0x3C
,
12
},
// 0x66 = 102
{
0x19
,
9
},
// 0x67 = 103
{
0x16
,
6
},
// 0x68 = 104
{
0x69
,
13
},
// 0x69 = 105
{
0x1E
,
11
},
// 0x6A = 106
{
0x16
,
6
},
// 0x6B = 107
{
0x1E
,
11
},
// 0x6C = 108
{
0x16
,
6
},
// 0x6D = 109
{
0x19
,
9
},
// 0x6E = 110
{
0x06
,
3
},
// 0x6F = 111
{
0x07
,
4
},
// 0x70 = 112
{
0x17
,
7
},
// 0x71 = 113
{
0x1B
,
10
},
// 0x72 = 114
{
0x07
,
4
},
// 0x73 = 115
{
0x1B
,
10
},
// 0x74 = 116
{
0x07
,
4
},
// 0x75 = 117
{
0x19
,
9
},
// 0x76 = 118
{
0x03
,
2
},
// 0x77 = 119
{
0x1E
,
11
},
// 0x78 = 120
{
0x16
,
6
},
// 0x79 = 121
{
0x19
,
9
},
// 0x7A = 122
{
0x06
,
3
},
// 0x7B = 123
{
0x19
,
9
},
// 0x7C = 124
{
0x06
,
3
},
// 0x7D = 125
{
0x18
,
8
},
// 0x7E = 126
{
0x01
,
1
},
// 0x7F = 127
{
0x01
,
1
},
// 0x80 = 128
{
0x18
,
8
},
// 0x81 = 129
{
0x06
,
3
},
// 0x82 = 130
{
0x19
,
9
},
// 0x83 = 131
{
0x06
,
3
},
// 0x84 = 132
{
0x19
,
9
},
// 0x85 = 133
{
0x16
,
6
},
// 0x86 = 134
{
0x1E
,
11
},
// 0x87 = 135
{
0x03
,
2
},
// 0x88 = 136
{
0x19
,
9
},
// 0x89 = 137
{
0x07
,
4
},
// 0x8A = 138
{
0x1B
,
10
},
// 0x8B = 139
{
0x07
,
4
},
// 0x8C = 140
{
0x1B
,
10
},
// 0x8D = 141
{
0x17
,
7
},
// 0x8E = 142
{
0x07
,
4
},
// 0x8F = 143
{
0x06
,
3
},
// 0x90 = 144
{
0x19
,
9
},
// 0x91 = 145
{
0x16
,
6
},
// 0x92 = 146
{
0x1E
,
11
},
// 0x93 = 147
{
0x16
,
6
},
// 0x94 = 148
{
0x1E
,
11
},
// 0x95 = 149
{
0x69
,
13
},
// 0x96 = 150
{
0x16
,
6
},
// 0x97 = 151
{
0x19
,
9
},
// 0x98 = 152
{
0x3C
,
12
},
// 0x99 = 153
{
0x1E
,
11
},
// 0x9A = 154
{
0x19
,
9
},
// 0x9B = 155
{
0x1E
,
11
},
// 0x9C = 156
{
0x19
,
9
},
// 0x9D = 157
{
0x16
,
6
},
// 0x9E = 158
{
0x06
,
3
},
// 0x9F = 159
{
0x03
,
2
},
// 0xA0 = 160
{
0x19
,
9
},
// 0xA1 = 161
{
0x07
,
4
},
// 0xA2 = 162
{
0x1B
,
10
},
// 0xA3 = 163
{
0x19
,
9
},
// 0xA4 = 164
{
0x3C
,
12
},
// 0xA5 = 165
{
0x1E
,
11
},
// 0xA6 = 166
{
0x19
,
9
},
// 0xA7 = 167
{
0x07
,
4
},
// 0xA8 = 168
{
0x1E
,
11
},
// 0xA9 = 169
{
0x0F
,
5
},
// 0xAA = 170
{
0x07
,
4
},
// 0xAB = 171
{
0x1B
,
10
},
// 0xAC = 172
{
0x19
,
9
},
// 0xAD = 173
{
0x07
,
4
},
// 0xAE = 174
{
0x03
,
2
},
// 0xAF = 175
{
0x07
,
4
},
// 0xB0 = 176
{
0x1B
,
10
},
// 0xB1 = 177
{
0x17
,
7
},
// 0xB2 = 178
{
0x07
,
4
},
// 0xB3 = 179
{
0x1E
,
11
},
// 0xB4 = 180
{
0x19
,
9
},
// 0xB5 = 181
{
0x16
,
6
},
// 0xB6 = 182
{
0x06
,
3
},
// 0xB7 = 183
{
0x1B
,
10
},
// 0xB8 = 184
{
0x19
,
9
},
// 0xB9 = 185
{
0x07
,
4
},
// 0xBA = 186
{
0x03
,
2
},
// 0xBB = 187
{
0x19
,
9
},
// 0xBC = 188
{
0x18
,
8
},
// 0xBD = 189
{
0x06
,
3
},
// 0xBE = 190
{
0x01
,
1
},
// 0xBF = 191
{
0x03
,
2
},
// 0xC0 = 192
{
0x19
,
9
},
// 0xC1 = 193
{
0x19
,
9
},
// 0xC2 = 194
{
0x3C
,
12
},
// 0xC3 = 195
{
0x07
,
4
},
// 0xC4 = 196
{
0x1B
,
10
},
// 0xC5 = 197
{
0x1E
,
11
},
// 0xC6 = 198
{
0x19
,
9
},
// 0xC7 = 199
{
0x07
,
4
},
// 0xC8 = 200
{
0x1E
,
11
},
// 0xC9 = 201
{
0x1B
,
10
},
// 0xCA = 202
{
0x19
,
9
},
// 0xCB = 203
{
0x0F
,
5
},
// 0xCC = 204
{
0x07
,
4
},
// 0xCD = 205
{
0x07
,
4
},
// 0xCE = 206
{
0x03
,
2
},
// 0xCF = 207
{
0x07
,
4
},
// 0xD0 = 208
{
0x1B
,
10
},
// 0xD1 = 209
{
0x1E
,
11
},
// 0xD2 = 210
{
0x19
,
9
},
// 0xD3 = 211
{
0x17
,
7
},
// 0xD4 = 212
{
0x07
,
4
},
// 0xD5 = 213
{
0x16
,
6
},
// 0xD6 = 214
{
0x06
,
3
},
// 0xD7 = 215
{
0x1B
,
10
},
// 0xD8 = 216
{
0x19
,
9
},
// 0xD9 = 217
{
0x19
,
9
},
// 0xDA = 218
{
0x18
,
8
},
// 0xDB = 219
{
0x07
,
4
},
// 0xDC = 220
{
0x03
,
2
},
// 0xDD = 221
{
0x06
,
3
},
// 0xDE = 222
{
0x01
,
1
},
// 0xDF = 223
{
0x07
,
4
},
// 0xE0 = 224
{
0x1E
,
11
},
// 0xE1 = 225
{
0x1B
,
10
},
// 0xE2 = 226
{
0x19
,
9
},
// 0xE3 = 227
{
0x1B
,
10
},
// 0xE4 = 228
{
0x19
,
9
},
// 0xE5 = 229
{
0x19
,
9
},
// 0xE6 = 230
{
0x18
,
8
},
// 0xE7 = 231
{
0x17
,
7
},
// 0xE8 = 232
{
0x16
,
6
},
// 0xE9 = 233
{
0x07
,
4
},
// 0xEA = 234
{
0x06
,
3
},
// 0xEB = 235
{
0x07
,
4
},
// 0xEC = 236
{
0x06
,
3
},
// 0xED = 237
{
0x03
,
2
},
// 0xEE = 238
{
0x01
,
1
},
// 0xEF = 239
{
0x0F
,
5
},
// 0xF0 = 240
{
0x07
,
4
},
// 0xF1 = 241
{
0x07
,
4
},
// 0xF2 = 242
{
0x03
,
2
},
// 0xF3 = 243
{
0x07
,
4
},
// 0xF4 = 244
{
0x03
,
2
},
// 0xF5 = 245
{
0x06
,
3
},
// 0xF6 = 246
{
0x01
,
1
},
// 0xF7 = 247
{
0x07
,
4
},
// 0xF8 = 248
{
0x06
,
3
},
// 0xF9 = 249
{
0x03
,
2
},
// 0xFA = 250
{
0x01
,
1
},
// 0xFB = 251
{
0x03
,
2
},
// 0xFC = 252
{
0x01
,
1
},
// 0xFD = 253
{
0x01
,
1
},
// 0xFE = 254
{
0x00
,
0
}
// 0xFF = 255
};
////////////////////////////////////////////////////////////////////////
/// FUNCTION DEFINITIONS ///
////////////////////////////////////////////////////////////////////////
/**Function*************************************************************
Synopsis [Collect non-XOR inputs.]
Description []
SideEffects []
SeeAlso []
***********************************************************************/
void
Acec_GenerateNpnTable
()
{
int
Table
[
256
],
Classes
[
16
],
Map
[
256
];
int
i
,
k
,
nClasses
=
0
;
for
(
i
=
0
;
i
<
256
;
i
++
)
Table
[
i
]
=
Extra_TruthCanonNPN
(
i
,
3
);
for
(
i
=
0
;
i
<
256
;
i
++
)
{
printf
(
"{"
);
Extra_PrintHex
(
stdout
,
&
Table
[
i
],
3
);
printf
(
", "
);
// find the class
for
(
k
=
0
;
k
<
nClasses
;
k
++
)
if
(
Table
[
i
]
==
Classes
[
k
]
)
break
;
if
(
k
==
nClasses
)
Classes
[
nClasses
++
]
=
Table
[
i
];
Map
[
i
]
=
k
;
// print
printf
(
"%2d}, // "
,
k
);
Extra_PrintHex
(
stdout
,
&
i
,
3
);
printf
(
" = %3d
\n
"
,
i
);
}
}
/**Function*************************************************************
Synopsis []
Description []
SideEffects []
SeeAlso []
***********************************************************************/
void
Acec_StatsCollect
(
Gia_Man_t
*
p
,
int
fVerbose
)
{
extern
int
Dar_LibReturnClass
(
unsigned
uTruth
);
extern
char
**
Kit_DsdNpn4ClassNames
();
char
**
pNames
=
Kit_DsdNpn4ClassNames
();
int
Map
[
256
]
=
{
0
};
Vec_Wrd_t
*
vTruths
=
Vec_WrdStart
(
Gia_ManObjNum
(
p
)
);
Vec_Wrd_t
*
vTemp
=
Vec_WrdStart
(
Gia_ManObjNum
(
p
)
);
word
Truth
,
TruthF
;
int
iTruth
,
iTruthF
;
int
iFan
,
iLut
,
i
,
k
,
Class
;
assert
(
Gia_ManHasMapping
(
p
)
);
assert
(
Gia_ManLutSizeMax
(
p
)
<
4
);
// collect truth tables
Gia_ManForEachLut
(
p
,
iLut
)
{
Truth
=
Gia_ObjComputeTruthTable6Lut
(
p
,
iLut
,
vTemp
);
Vec_WrdWriteEntry
(
vTruths
,
iLut
,
Truth
);
}
Vec_WrdFree
(
vTemp
);
// collect pairs
Gia_ManForEachLut
(
p
,
iLut
)
{
Truth
=
Vec_WrdEntry
(
vTruths
,
iLut
)
&
0xFF
;
iTruth
=
Npn3Table
[
Truth
][
1
];
assert
(
iTruth
<
15
);
Gia_LutForEachFanin
(
p
,
iLut
,
iFan
,
k
)
{
TruthF
=
Vec_WrdEntry
(
vTruths
,
iFan
)
&
0xFF
;
iTruthF
=
Npn3Table
[
TruthF
][
1
];
assert
(
iTruthF
<
15
);
Map
[(
iTruthF
<<
4
)
+
iTruth
]
++
;
}
}
Gia_ManForEachCoDriverId
(
p
,
iFan
,
k
)
{
TruthF
=
Vec_WrdEntry
(
vTruths
,
iFan
);
iTruthF
=
Npn3Table
[
TruthF
&
0xFF
][
1
];
assert
(
iTruthF
<
15
);
Map
[(
iTruthF
<<
4
)]
++
;
}
Vec_WrdFree
(
vTruths
);
// print statistics
printf
(
"fi / fo"
);
for
(
i
=
0
;
i
<
14
;
i
++
)
printf
(
"%6d "
,
i
);
printf
(
"
\n
"
);
for
(
i
=
0
;
i
<
14
;
i
++
)
{
printf
(
"%6d "
,
i
);
for
(
k
=
0
;
k
<
14
;
k
++
)
if
(
Map
[(
i
<<
4
)
|
k
]
)
printf
(
"%6d "
,
Map
[(
i
<<
4
)
|
k
]
);
else
printf
(
"%6s "
,
"."
);
printf
(
"
\n
"
);
}
// print class formulas
printf
(
"
\n
Classes:
\n
"
);
for
(
i
=
0
;
i
<
14
;
i
++
)
{
for
(
k
=
0
;
k
<
256
;
k
++
)
if
(
Npn3Table
[
k
][
1
]
==
i
)
break
;
assert
(
k
<
256
);
Class
=
Dar_LibReturnClass
(
(
Npn3Table
[
k
][
0
]
<<
8
)
|
Npn3Table
[
k
][
0
]
);
printf
(
"%2d : %s
\n
"
,
i
,
pNames
[
Class
]
);
}
}
////////////////////////////////////////////////////////////////////////
/// END OF FILE ///
////////////////////////////////////////////////////////////////////////
ABC_NAMESPACE_IMPL_END
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