【发布时间】:2020-12-01 19:53:49
【问题描述】:
【问题讨论】:
标签: sql mariadb graph-theory graph-algorithm recursive-query
【问题讨论】:
标签: sql mariadb graph-theory graph-algorithm recursive-query
这是一个典型的图遍历问题 - 需要递归查询,从 MariaDB 10.2.2 开始可用。
这是一种方法,首先将边构建为连接节点的元组,然后迭代地遍历数据集,跟踪已经访问过的节点。我们可以通过跟踪最小访问节点来识别每个节点属于哪个组。
with recursive
edges as (
select t1.lagr_number as lagr_number1, t2.lagr_number as lagr_number2
from mytable t1
inner join mytable t2 on t2.ltran_number = t1.ltran_number
),
cte as (
select lagr_number1, lagr_number2, concat(lagr_number1, ',', lagr_number2) as visited
from edges
union all
select c.lagr_number1, e.lagr_number2, concat(c.visited, ',', e.lagr_number2)
from cte c
inner join edges e on e.lagr_number1 = c.lagr_number2
where not find_in_set(e.lagr_number2, c.visited)
)
select lagr_number1 as lagr_number, dense_rank() over(order by min(lagr_number2)) as grp
from cte
group by lagr_number1
order by grp, lagr_number1
样本数据:
lagr_number | ltran_number :------------ | :----------- K000001 | V000001 K000001 | V000004 K000001 | V000005 K000002 | V000001 K000003 | V000002 K000003 | V000003 K000004 | V000005 K000005 | V000007 K000005 | V000008 K000006 | V000009 K000007 | V000009结果:
lagr_number | grp :------------ | --: K000001 | 1 K000002 | 1 K000004 | 1 K000003 | 2 K000005 | 3 K000006 | 4 K000007 | 4【讨论】: