mysql 中如何查找相同的数据
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" alt="" />
思路:
在表中6,7号数据,他们的除了ID不同,其他的数据相同;首先,在表中找到一个组合主键,然后以主键group by 然后计算出大于1的记录,然后在通过组合主键找到这条记录,然后就能把记录找到了。就找了两条相同的记录,
select
*
from
tb_stu as t
join
(select
count(*) as amount, t5.stuId, t5.stuName
from
(select
*
from
tb_stu as s) as t5
group by stuId , t5.stuName) as t5 ON t.stuId = t5.stuId
and t.stuName = t5.stuName
where
t5.amount > 1
其实还可以这样理解,查找除了主键id不想同,但是其余数据均相同的其他数据
select t.id from tb_stu as t
join tb_stu as s
on t.stuId = s.stuId and t.stuName = s.stuName
and t.stuClass = s.stuClass and t.id!=s.id;
通过上面的代码可以求出id,id都出来那么就很好求这条记录了
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