我正在尝试从我的班级返回一个结构向量,但遇到一些错误。到目前为止,这是我设置的内容:
class trial{
public:
struct coords{
double x,y,z;
};
vector<coords> trial::function(vector <double> x1, vector <double> x2);
};
std:vector<coords> function(vector <double> x1, vector <double> x2){
some math.....
vector <coords> test;
return test;
}
错误发生在st :: vector ....说未定义坐标。有什么想法吗?
答案 0 :(得分:1)
您的意思是,在类之外?应该是(假设您是using std::vector;
)
vector<trial::coords> trial::function(vector <double> x1, vector <double> x2){
在早期的课堂声明中,不需要资格证明trial::
。
答案 1 :(得分:0)
可以避免在返回类型中完全命名DECLARE @totalRecords INT
Declare @I INT
/** CREATE TABLE2 **/
/** Store data here recursed from Table2 **/
CREATE TABLE [dbo].[Table2](
[SNO] [INT] IDENTITY(1,1) PRIMARY KEY,
[source_class] [numeric](6, 0) NOT NULL,
[source_index] [int] NOT NULL,
[source_id] [bigint] NOT NULL,
[linkType] [numeric](6, 0) NOT NULL,
[destination_class] [numeric](6, 0) NOT NULL,
[destination_index] [int] NOT NULL,
[destination_id] [bigint] NOT NULL,
)
/** prevent duplicate entries caused by parent becoming a child **/
ALTER TABLE Collections ADD CONSTRAINT CollLoop_Stop UNIQUE(destination_class,destination_index)
/** Get the first data under the root and put in Table2 **/
INSERT INTO Table2(source_class,source_index,source_id,linkType,destination_class,destination_index,destination_id)
SELECT * FROM [PAODS072109].[dbo].[Link_table] lt
where linkType=1 and source_index=118066 AND destination_class=1
/** Step through Table2 and Find the children row found
and add to Table2. This should end with a list of all prodigy from the Parent **/
SELECT @I=1
SELECT @totalRecords=COUNT([source_class]) FROM [MainDB].[dbo].[Table2] tlt
While (@I<=@totalRecords)
BEGIN
INSERT INTO Table2(source_class,source_index,source_id,linkType,destination_class,destination_index,destination_id)
SELECT * FROM [MainDB].[dbo].[Table1] lt
where lt.linkType=1 and lt.source_index=(SELECT destination_index FROM Table2 WHERE SNO=@I) AND lt.destination_class=1
SELECT @I=@I+1
SELECT @totalRecords=COUNT([source_class]) FROM [MainDB].[dbo].[Collections] tlt
END
GO
的一个技巧是尾随返回值:
SNO source_class source_index source_id linkType destination_class destination_index destination_id
1 1 118066 1180660001 1 1 55809 558090001
2 1 118066 1180660001 1 1 55805 558050001
3 1 118066 1180660001 1 1 55804 558040001
4 1 118066 1180660001 1 1 118072 1180720001
5 1 55809 558090001 1 1 89276 892760001
6 1 55809 558090001 1 1 58398 583980001
7 1 55809 558090001 1 1 114355 1143550001
8 1 55809 558090001 1 1 117237 1172370001
9 1 55809 558090001 1 1 114070 1140700001
10 1 55809 558090001 1 1 100281 1002810001
11 1 55809 558090001 1 1 12 120001
12 1 55809 558090001 1 1 91159 911590001
13 1 55809 558090001 1 1 125515 1255150001
14 1 55809 558090001 1 1 89275 892750001
15 1 55809 558090001 1 1 126274 1262740001
16 1 55809 558090001 1 1 91148 911480001
17 1 55809 558090001 1 1 119464 1194640001
18 1 55809 558090001 1 1 127194 1271940001
19 1 55809 558090001 1 1 125605 1256050001
20 1 55809 558090001 1 1 123536 1235360001
21 1 55809 558090001 1 1 128085 1280850001
22 1 55805 558050001 1 1 54923 549230001
23 1 55805 558050001 1 1 116235 1162350001
24 1 55805 558050001 1 1 101549 1015490001
25 1 55805 558050001 1 1 77978 779780001
26 1 55805 558050001 1 1 17465 174650001
27 1 55804 558040001 1 1 75583 755830001
28 1 55804 558040001 1 1 118073 1180730001
29 1 118072 1180720001 1 1 122843 1228430001
30 1 118072 1180720001 1 1 128257 1282570001
31 1 118072 1180720001 1 1 121757 1217570001
32 1 118072 1180720001 1 1 123977 1239770001
33 1 118072 1180720001 1 1 129893 1298930001
34 1 118072 1180720001 1 1 121851 1218510001
35 1 118072 1180720001 1 1 86553 865530001
36 1 118072 1180720001 1 1 57095 570950001
37 1 118072 1180720001 1 1 86255 862550001
38 1 118072 1180720001 1 1 109383 1093830001
39 1 118072 1180720001 1 1 115944 1159440001
40 1 118072 1180720001 1 1 118074 1180740001
41 1 114355 1143550001 1 1 120634 1206340001
42 1 114355 1143550001 1 1 114356 1143560001
43 1 114355 1143550001 1 1 114357 1143570001
44 1 100281 1002810001 1 1 128575 1285750001
45 1 12 120001 1 1 64248 642480001
46 1 12 120001 1 1 9424 94240001
47 1 12 120001 1 1 9927 99270001
48 1 12 120001 1 1 11575 115750001
49 1 12 120001 1 1 113729 1137290001
50 1 12 120001 1 1 11528 115280001
51 1 12 120001 1 1 8238 82380001
52 1 12 120001 1 1 76854 768540001
53 1 12 120001 1 1 75634 756340001
54 1 12 120001 1 1 66769 667690001
55 1 12 120001 1 1 60427 604270001
56 1 12 120001 1 1 112271 1122710001
57 1 12 120001 1 1 99284 992840001