我有一个包含许多集合的表(@ t1).我想在@ t1中找到@ t2的完美匹配.
在此示例中,所需结果为1.
(Set 1匹配完美,set 2包含三个元素,而@ t2只包含两个元素,set 3包含的元素少于@ t2,set 4包含@ t2中不允许的NULL元素,set 5包含正确数量的元素但其中一个要素不相等.)
DECLARE @t1 TABLE (id INT, data INT);
DECLARE @t2 TABLE (data INT PRIMARY KEY);
INSERT INTO @t1 (id, data)
VALUES
(1, 1),
(1, 2),
(2, 1),
(2, 2),
(2, 3),
(3, 1),
(4, NULL),
(4, NULL),
(5, 1),
(5, 3);
INSERT @t2 (data)
VALUES
(1),
(2);
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我有一个查询可能正在完成工作,但它看起来有点可怜我也.
WITH t1 AS
(
SELECT id, data
FROM @t1
WHERE data IS NOT NULL
),
t1_count AS
(
SELECT id, RCount = COUNT(*)
FROM @t1
WHERE data IS NOT NULL
GROUP BY id
)
SELECT t1.id
FROM t1
JOIN t1_count ON t1.id = t1_count.id
FULL JOIN @t2 t2 ON t1.data = t2.data
WHERE t1_count.RCount = (SELECT RCount = COUNT(*) FROM @t2)
GROUP BY t1.id
HAVING COUNT(t1.data) = COUNT(t2.data);
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编辑(GarethD的评论):
WITH t1 AS
(
SELECT
id,
data,
RCount = COUNT(*) OVER(PARTITION BY id)
FROM @t1
WHERE data IS NOT NULL
)
SELECT t1.id
FROM t1
FULL JOIN @t2 t2 ON t1.data = t2.data
WHERE t1.RCount = (SELECT RCount = COUNT(*) FROM @t2)
GROUP BY t1.id
HAVING COUNT(t1.data) = COUNT(t2.data);
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你想要的是所谓的精确关系除法。不幸的是,SQL Server 没有针对此问题的本机运算符,但这是一个有据可查的问题。一种可能的解决方案(想法取自Joe Celko 的一篇文章)是比较计数,类似于您已经在做的事情:
SELECT t1.id
FROM @t1 AS t1 LEFT JOIN @t2 AS t2 ON t1.data = t2.data
GROUP BY t1.id
HAVING COUNT(t1.data) = (SELECT COUNT(data) FROM @t2)
AND COUNT(t2.data) = (SELECT COUNT(data) FROM @t2);
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请注意,这两种HAVING
比较都是必要的:
t2.data
通过 LEFT JOIN 将为 NULL。回想一下,COUNT(x) 仅计算 x 的非空值)。