早期 C++

此书按设计描述语言,包含一些仍未实现的特性。它在 ISO 标准前作为事实标准。

标准 C++

这是一个次要版本,有意稍多于一个技术更正版本

C++03 中修正的缺陷报告(核心 92 个,库 125 个)



- CWG#1
- CWG#20
- CWG#21
- CWG#22
- CWG#24
- CWG#25
- CWG#30
- CWG#32
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- CWG#202
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- CWG#217
- CWG#227
- CWG#235
- CWG#241
- CWG#249
- CWG#250
- CWG#304




- LWG#1
- LWG#3
- LWG#5
- LWG#7
- LWG#8
- LWG#9
- LWG#11
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此 TR 讨论各种 C++ 抽象的成本,提供实现指引,讨论 C++ 在嵌入式系统中的使用,并引入到 C 的 ISO/IEC TR 18037:2008 <iohw.h><hardware> 接口。

此 TR 是 C++ 标准库扩展,它添加下列内容到 C++ 标准库:

此国际标准是 C++ 标准库扩展,它添加了曾为 TR1 的一部分,但未包含于 C++11 的特殊函数:椭圆积分,指数积分,拉盖尔多项式,勒让德多项式,埃尔米特多项式,贝塞尔函数,诺依曼函数,beta 函数以及黎曼 zeta 函数。此标准被并入 C++17。

引入大量更改,以标准化既存实践,并改进 C++ 程序员可用的抽象

C++11 中修正的缺陷报告(核心 741 个,库 685 个)



- CWG#4
- CWG#5
- CWG#8
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- CWG#10
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- CWG#141
- CWG#143
- CWG#158
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- LWG#321
- LWG#322
- LWG#324
- LWG#325
- LWG#327
- LWG#328
- LWG#329
- LWG#331
- LWG#333
- LWG#334
- LWG#335
- LWG#336
- LWG#337
- LWG#338
- LWG#339
- LWG#340
- LWG#341
- LWG#345
- LWG#346
- LWG#347
- LWG#349
- LWG#352
- LWG#354
- LWG#355
- LWG#358
- LWG#359
- LWG#360
- LWG#362
- LWG#363
- LWG#364
- LWG#365
- LWG#369
- LWG#370
- LWG#371
- LWG#373
- LWG#375
- LWG#376
- LWG#379
- LWG#380
- LWG#381
- LWG#383
- LWG#384
- LWG#386
- LWG#387
- LWG#389
- LWG#391
- LWG#395
- LWG#396
- LWG#400
- LWG#401
- LWG#402
- LWG#403
- LWG#404
- LWG#405
- LWG#406
- LWG#407
- LWG#409
- LWG#410
- LWG#411
- LWG#412
- LWG#413
- LWG#414
- LWG#415
- LWG#416
- LWG#419
- LWG#420
- LWG#422
- LWG#425
- LWG#426
- LWG#427
- LWG#428
- LWG#430
- LWG#432
- LWG#434
- LWG#435
- LWG#436
- LWG#438
- LWG#441
- LWG#442
- LWG#443
- LWG#444
- LWG#445
- LWG#448
- LWG#449
- LWG#453
- LWG#455
- LWG#456
- LWG#457
- LWG#460
- LWG#461
- LWG#464
- LWG#465
- LWG#467
- LWG#468
- LWG#469
- LWG#471
- LWG#473
- LWG#474
- LWG#475
- LWG#478
- LWG#488
- LWG#495
- LWG#496
- LWG#497
- LWG#498
- LWG#505
- LWG#507
- LWG#508
- LWG#518
- LWG#519
- LWG#520
- LWG#521
- LWG#522
- LWG#524
- LWG#527
- LWG#530
- LWG#531
- LWG#533
- LWG#534
- LWG#535
- LWG#537
- LWG#538
- LWG#539
- LWG#540
- LWG#541
- LWG#542
- LWG#543
- LWG#545
- LWG#550
- LWG#551
- LWG#552
- LWG#556
- LWG#559
- LWG#561
- LWG#562
- LWG#563
- LWG#564
- LWG#565
- LWG#566
- LWG#567
- LWG#574
- LWG#575
- LWG#576
- LWG#577
- LWG#578
- LWG#581
- LWG#586
- LWG#589
- LWG#593
- LWG#595
- LWG#596
- LWG#607
- LWG#608
- LWG#609
- LWG#610
- LWG#611
- LWG#612
- LWG#613
- LWG#616
- LWG#618
- LWG#619
- LWG#620
- LWG#621
- LWG#622
- LWG#623
- LWG#624
- LWG#628
- LWG#629
- LWG#630
- LWG#634
- LWG#638
- LWG#640
- LWG#643
- LWG#646
- LWG#650
- LWG#651
- LWG#652
- LWG#654
- LWG#655
- LWG#659
- LWG#660
- LWG#661
- LWG#664
- LWG#665
- LWG#666
- LWG#671
- LWG#672
- LWG#673
- LWG#674
- LWG#675
- LWG#676
- LWG#677
- LWG#678
- LWG#679
- LWG#680
- LWG#681
- LWG#682
- LWG#685
- LWG#687
- LWG#688
- LWG#689
- LWG#691
- LWG#692
- LWG#693
- LWG#694
- LWG#695
- LWG#696
- LWG#698
- LWG#699
- LWG#700
- LWG#703
- LWG#704
- LWG#705
- LWG#706
- LWG#709
- LWG#710
- LWG#711
- LWG#712
- LWG#713
- LWG#714
- LWG#715
- LWG#716
- LWG#720
- LWG#722
- LWG#723
- LWG#724
- LWG#727
- LWG#728
- LWG#734
- LWG#740
- LWG#743
- LWG#744
- LWG#746
- LWG#749
- LWG#752
- LWG#753
- LWG#755
- LWG#758
- LWG#759
- LWG#761
- LWG#762
- LWG#765
- LWG#766
- LWG#768
- LWG#769
- LWG#770
- LWG#771
- LWG#772
- LWG#774
- LWG#775
- LWG#776
- LWG#777
- LWG#778
- LWG#779
- LWG#780
- LWG#781
- LWG#782
- LWG#783
- LWG#787
- LWG#788
- LWG#789
- LWG#792
- LWG#798
- LWG#804
- LWG#805
- LWG#806
- LWG#807
- LWG#808
- LWG#809
- LWG#810
- LWG#811
- LWG#813
- LWG#814
- LWG#817
- LWG#818
- LWG#819
- LWG#820
- LWG#821
- LWG#824
- LWG#829
- LWG#835
- LWG#836
- LWG#838
- LWG#842
- LWG#843
- LWG#844
- LWG#845
- LWG#846
- LWG#847
- LWG#848
- LWG#850
- LWG#852
- LWG#853
- LWG#854
- LWG#856
- LWG#857
- LWG#858
- LWG#859
- LWG#860
- LWG#861
- LWG#865
- LWG#866
- LWG#868
- LWG#869
- LWG#870
- LWG#871
- LWG#872
- LWG#876
- LWG#878
- LWG#881
- LWG#882
- LWG#883
- LWG#885
- LWG#886
- LWG#888
- LWG#890
- LWG#891
- LWG#893
- LWG#894
- LWG#896
- LWG#898
- LWG#899
- LWG#900
- LWG#904
- LWG#907
- LWG#909
- LWG#911
- LWG#920
- LWG#921
- LWG#922
- LWG#925
- LWG#929
- LWG#931
- LWG#934
- LWG#938
- LWG#939
- LWG#943
- LWG#948
- LWG#949
- LWG#951
- LWG#954
- LWG#956
- LWG#957
- LWG#960
- LWG#962
- LWG#963
- LWG#965
- LWG#967
- LWG#968
- LWG#970
- LWG#974
- LWG#975
- LWG#978
- LWG#981
- LWG#982
- LWG#984
- LWG#986
- LWG#987
- LWG#990
- LWG#991
- LWG#993
- LWG#994
- LWG#997
- LWG#998
- LWG#999
- LWG#1004
- LWG#1006
- LWG#1011
- LWG#1012
- LWG#1014
- LWG#1019
- LWG#1021
- LWG#1030
- LWG#1033
- LWG#1034
- LWG#1037
- LWG#1038
- LWG#1039
- LWG#1040
- LWG#1044
- LWG#1045
- LWG#1065
- LWG#1066
- LWG#1070
- LWG#1071
- LWG#1073
- LWG#1079
- LWG#1089
- LWG#1094
- LWG#1095
- LWG#1097
- LWG#1098
- LWG#1103
- LWG#1104
- LWG#1108
- LWG#1110
- LWG#1113
- LWG#1114
- LWG#1118
- LWG#1123
- LWG#1126
- LWG#1130
- LWG#1131
- LWG#1133
- LWG#1134
- LWG#1136
- LWG#1137
- LWG#1138
- LWG#1144
- LWG#1152
- LWG#1157
- LWG#1158
- LWG#1159
- LWG#1170
- LWG#1171
- LWG#1177
- LWG#1178
- LWG#1180
- LWG#1181
- LWG#1182
- LWG#1183
- LWG#1187
- LWG#1189
- LWG#1191
- LWG#1192
- LWG#1193
- LWG#1194
- LWG#1195
- LWG#1197
- LWG#1198
- LWG#1199
- LWG#1204
- LWG#1205
- LWG#1206
- LWG#1207
- LWG#1208
- LWG#1209
- LWG#1215
- LWG#1216
- LWG#1218
- LWG#1220
- LWG#1221
- LWG#1222
- LWG#1227
- LWG#1231
- LWG#1234
- LWG#1237
- LWG#1240
- LWG#1241
- LWG#1245
- LWG#1247
- LWG#1249
- LWG#1250
- LWG#1252
- LWG#1253
- LWG#1254
- LWG#1255
- LWG#1256
- LWG#1257
- LWG#1261
- LWG#1262
- LWG#1264
- LWG#1267
- LWG#1270
- LWG#1271
- LWG#1276
- LWG#1277
- LWG#1278
- LWG#1279
- LWG#1280
- LWG#1284
- LWG#1285
- LWG#1286
- LWG#1287
- LWG#1288
- LWG#1292
- LWG#1294
- LWG#1295
- LWG#1298
- LWG#1299
- LWG#1303
- LWG#1306
- LWG#1309
- LWG#1310
- LWG#1312
- LWG#1316
- LWG#1319
- LWG#1323
- LWG#1325
- LWG#1332
- LWG#1333
- LWG#1334
- LWG#1335
- LWG#1337
- LWG#1338
- LWG#1339
- LWG#1340
- LWG#1349
- LWG#1354
- LWG#1360
- LWG#1362
- LWG#1363
- LWG#1367
- LWG#1368
- LWG#1370
- LWG#1372
- LWG#1381
- LWG#1384
- LWG#1385
- LWG#1386
- LWG#1387
- LWG#1388
- LWG#1399
- LWG#1400
- LWG#1401
- LWG#1402
- LWG#1403
- LWG#1404
- LWG#1408
- LWG#1414
- LWG#1416
- LWG#1417
- LWG#1418
- LWG#1420
- LWG#1423
- LWG#1424
- LWG#1425
- LWG#1426
- LWG#1427
- LWG#1428
- LWG#1429
- LWG#1430
- LWG#1431
- LWG#1432
- LWG#1435
- LWG#1436
- LWG#1437
- LWG#1438
- LWG#1439
- LWG#1440
- LWG#1441
- LWG#1448
- LWG#1449
- LWG#1474
- LWG#1478
- LWG#1479
- LWG#1480
- LWG#1487
- LWG#1494
- LWG#1497
- LWG#1514
- LWG#1516
- LWG#1517
- LWG#1518
- LWG#1519
- LWG#1520
- LWG#1522
- LWG#1524
- LWG#1525
- LWG#2000
- LWG#2001
- LWG#2004
- LWG#2007
- LWG#2008
- LWG#2014
- LWG#2017
- LWG#2019
- LWG#2020
- LWG#2022
- LWG#2027
- LWG#2029
- LWG#2030
- LWG#2031
- LWG#2032
- LWG#2041
- LWG#2042

此 TR 实现来自 IEEE 754-2008 浮点算术标准的十进制浮点类型:std::decimal::decimal32、std::decimal::decimal64 及 std::decimal::decimal128。

C++ 标准的次要版本

C++14 中修正的缺陷报告(核心 276 个,库 149 个)



- CWG#129
- CWG#223
- CWG#240
- CWG#292
- CWG#312
- CWG#332
- CWG#342
- CWG#344
- CWG#388
- CWG#462
- CWG#482
- CWG#483
- CWG#496
- CWG#535
- CWG#539
- CWG#565
- CWG#577
- CWG#583
- CWG#597
- CWG#616
- CWG#623
- CWG#631
- CWG#675
- CWG#712
- CWG#729
- CWG#739
- CWG#755
- CWG#903
- CWG#912
- CWG#974
- CWG#975
- CWG#977
- CWG#1003
- CWG#1013
- CWG#1024
- CWG#1048
- CWG#1059
- CWG#1093
- CWG#1213
- CWG#1226
- CWG#1227
- CWG#1250
- CWG#1251
- CWG#1260
- CWG#1261
- CWG#1262
- CWG#1264
- CWG#1265
- CWG#1267
- CWG#1268
- CWG#1269
- CWG#1270
- CWG#1275
- CWG#1282
- CWG#1287
- CWG#1288
- CWG#1290
- CWG#1293
- CWG#1295
- CWG#1296
- CWG#1297
- CWG#1298
- CWG#1301
- CWG#1302
- CWG#1305
- CWG#1306
- CWG#1307
- CWG#1308
- CWG#1310
- CWG#1311
- CWG#1312
- CWG#1313
- CWG#1318
- CWG#1320
- CWG#1321
- CWG#1324
- CWG#1327
- CWG#1328
- CWG#1329
- CWG#1330
- CWG#1333
- CWG#1336
- CWG#1340
- CWG#1344
- CWG#1345
- CWG#1346
- CWG#1347
- CWG#1350
- CWG#1352
- CWG#1354
- CWG#1355
- CWG#1357
- CWG#1358
- CWG#1359
- CWG#1361
- CWG#1362
- CWG#1363
- CWG#1364
- CWG#1365
- CWG#1366
- CWG#1367
- CWG#1368
- CWG#1369
- CWG#1370
- CWG#1372
- CWG#1374
- CWG#1375
- CWG#1376
- CWG#1380
- CWG#1381
- CWG#1382
- CWG#1383
- CWG#1385
- CWG#1387
- CWG#1388
- CWG#1392
- CWG#1394
- CWG#1398
- CWG#1399
- CWG#1401
- CWG#1402
- CWG#1405
- CWG#1406
- CWG#1408
- CWG#1409
- CWG#1410
- CWG#1411
- CWG#1412
- CWG#1413
- CWG#1415
- CWG#1416
- CWG#1417
- CWG#1418
- CWG#1423
- CWG#1424
- CWG#1425
- CWG#1428
- CWG#1431
- CWG#1435
- CWG#1437
- CWG#1438
- CWG#1439
- CWG#1440
- CWG#1441
- CWG#1442
- CWG#1447
- CWG#1449
- CWG#1450
- CWG#1453
- CWG#1454
- CWG#1455
- CWG#1456
- CWG#1457
- CWG#1458
- CWG#1460
- CWG#1462
- CWG#1464
- CWG#1466
- CWG#1471
- CWG#1472
- CWG#1473
- CWG#1475
- CWG#1476
- CWG#1477
- CWG#1479
- CWG#1480
- CWG#1481
- CWG#1482
- CWG#1487
- CWG#1489
- CWG#1491
- CWG#1493
- CWG#1494
- CWG#1495
- CWG#1502
- CWG#1503
- CWG#1504
- CWG#1506
- CWG#1507
- CWG#1508
- CWG#1509
- CWG#1510
- CWG#1511
- CWG#1512
- CWG#1514
- CWG#1515
- CWG#1516
- CWG#1522
- CWG#1527
- CWG#1528
- CWG#1531
- CWG#1532
- CWG#1533
- CWG#1535
- CWG#1537
- CWG#1538
- CWG#1539
- CWG#1541
- CWG#1543
- CWG#1544
- CWG#1550
- CWG#1551
- CWG#1553
- CWG#1556
- CWG#1557
- CWG#1559
- CWG#1560
- CWG#1562
- CWG#1563
- CWG#1567
- CWG#1569
- CWG#1570
- CWG#1575
- CWG#1576
- CWG#1579
- CWG#1583
- CWG#1587
- CWG#1588
- CWG#1592
- CWG#1593
- CWG#1595
- CWG#1597
- CWG#1598
- CWG#1601
- CWG#1604
- CWG#1605
- CWG#1607
- CWG#1608
- CWG#1611
- CWG#1612
- CWG#1613
- CWG#1618
- CWG#1629
- CWG#1648
- CWG#1649
- CWG#1658
- CWG#1660
- CWG#1662
- CWG#1664
- CWG#1666
- CWG#1669
- CWG#1673
- CWG#1674
- CWG#1681
- CWG#1684
- CWG#1687
- CWG#1689
- CWG#1690
- CWG#1691
- CWG#1692
- CWG#1693
- CWG#1707
- CWG#1716
- CWG#1717
- CWG#1732
- CWG#1737
- CWG#1738
- CWG#1739
- CWG#1740
- CWG#1741
- CWG#1746
- CWG#1747
- CWG#1759
- CWG#1760
- CWG#1762
- CWG#1764
- CWG#1765
- CWG#1767
- CWG#1769
- CWG#1770
- CWG#1772
- CWG#1773
- CWG#1775
- CWG#1778
- CWG#1786
- CWG#1787




- LWG#1214
- LWG#1450
- LWG#2003
- LWG#2005
- LWG#2009
- LWG#2010
- LWG#2011
- LWG#2013
- LWG#2015
- LWG#2018
- LWG#2021
- LWG#2028
- LWG#2033
- LWG#2039
- LWG#2044
- LWG#2045
- LWG#2047
- LWG#2048
- LWG#2049
- LWG#2050
- LWG#2053
- LWG#2056
- LWG#2058
- LWG#2061
- LWG#2064
- LWG#2065
- LWG#2067
- LWG#2069
- LWG#2071
- LWG#2074
- LWG#2078
- LWG#2080
- LWG#2081
- LWG#2083
- LWG#2085
- LWG#2086
- LWG#2087
- LWG#2091
- LWG#2092
- LWG#2093
- LWG#2094
- LWG#2096
- LWG#2097
- LWG#2098
- LWG#2099
- LWG#2100
- LWG#2102
- LWG#2103
- LWG#2104
- LWG#2105
- LWG#2109
- LWG#2110
- LWG#2112
- LWG#2120
- LWG#2122
- LWG#2123
- LWG#2128
- LWG#2130
- LWG#2132
- LWG#2135
- LWG#2138
- LWG#2140
- LWG#2141
- LWG#2142
- LWG#2143
- LWG#2144
- LWG#2145
- LWG#2147
- LWG#2148
- LWG#2149
- LWG#2150
- LWG#2159
- LWG#2162
- LWG#2163
- LWG#2169
- LWG#2172
- LWG#2174
- LWG#2175
- LWG#2176
- LWG#2177
- LWG#2180
- LWG#2182
- LWG#2185
- LWG#2186
- LWG#2187
- LWG#2188
- LWG#2190
- LWG#2193
- LWG#2194
- LWG#2196
- LWG#2197
- LWG#2200
- LWG#2203
- LWG#2205
- LWG#2207
- LWG#2209
- LWG#2210
- LWG#2211
- LWG#2213
- LWG#2222
- LWG#2225
- LWG#2229
- LWG#2231
- LWG#2235
- LWG#2246
- LWG#2247
- LWG#2252
- LWG#2257
- LWG#2258
- LWG#2263
- LWG#2268
- LWG#2271
- LWG#2272
- LWG#2275
- LWG#2278
- LWG#2280
- LWG#2284
- LWG#2285
- LWG#2288
- LWG#2291
- LWG#2293
- LWG#2298
- LWG#2299
- LWG#2300
- LWG#2301
- LWG#2304
- LWG#2306
- LWG#2308
- LWG#2313
- LWG#2314
- LWG#2315
- LWG#2316
- LWG#2317
- LWG#2320
- LWG#2322
- LWG#2323
- LWG#2324
- LWG#2329
- LWG#2330
- LWG#2332
- LWG#2339
- LWG#2341
- LWG#2344
- LWG#2346
- LWG#2350
- LWG#2356
- LWG#2357
- LWG#2359
- LWG#2360

此 TS 是实验性 C++ 库扩展,它指定基于 boost.filesystem V3 的文件系统库(有一些修改和扩充)。此 TS 被并入 C++17。

此 TS 为所有标准库算法标准化了并行和向量并行 API,还添加了新算法,例如 reducetransform_reduceexclusive_scan。此 TS 被并入 C++17。

此 TS 扩展了 C++ 核心语言,添加同步和原子块以及事务安全函数,以实现事务性内存语义。

此 TS 添加数个新组件到 C++ 标准库:optionalanystring_viewsamplesearchapply多态分配器和类型特征的变量模板。此 TS 被并入 C++17。

此 TS 扩展了 C++ 核心语言,添加概念(具名类型要求)和制约(模板、函数和变量声明中对允许的类型施加的限制),这有助于元编程并简化模板实例化诊断,见概念。此 TS 已并入 C++20,并有所省略。

此 TS 扩展 C++ 库以包含针对 std::future,闩与屏障,以及原子智能指针的数个扩展

C++17 中修正的缺陷报告(核心 289 个,库 281 个)



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此 TS 扩展 C++ 库,以包含范围——一个新的、更有力的取代迭代器对的抽象,以及范围视图,哨位范围,用于就地变换的投影,新的迭代器及算法。此扩展最终使得能以 sort(v); 排序 vector。

此 TS 扩展 C++ 核心语言及标准库,以包含无栈协程(可恢复函数)。它添加了关键词 co_awaitco_yieldco_return

此 TS 扩展 C++ 库,以包含基于 boost.asio 的 TCP/IP 网络。

此 TS 扩展 C++ 核心语言以包含模块。它添加了关键字 moduleimport,并重新引入带新含义的关键字 export

  • 2018 并行扩展版本 2 TS(ISO/IEC TS 19570:2018)(ISO 商店)(方案

此 TS 扩展 C++ 库,使之包含二个新执行策略(unseq 与 vec),添加 reduction_plus 或 for_loop_strided 之类的并行算法,分支合并式并行任务的任务块,SIMD 类型及这些类型上的操作。

未来发展

C++ 标准的下个主要版本

外部链接