SQL:在三级树中保留root_id?

时间:2011-11-10 13:37:12

标签: sql postgresql self-join adjacency-list

我有一个简单的三级树,目前存储为邻接列表:

CREATE TABLE categories (
  id int,
  name text,
  parent_id int);

它是只读的,我经常需要知道任何给定类别的根类别。所以我想添加一个root_id列并保留它以避免凌乱的WHERE子句,CTE等。

我的第一次尝试是:

update categories set root_id = parent.id
from categories as child
join categories as parent
on child.parent_id = parent.id
and parent.parent_id is null;

但是UPDATE无法处理联接producing multiple rows。 (此查询仅适用于第2级类别;我会为第3级别执行类似的操作。)

我知道答案涉及将连接转换为子查询,但我无法立即考虑自连接和子查询。我们在PostgreSQL 9.0上,所以我没有可写的CTE(虽然我很好奇这个怎么样)。

这样做的正确方法是什么?

1 个答案:

答案 0 :(得分:1)

您不需要在每条记录中存储根,您可以使用递归查询轻松找到它。

追逐爷爷的小型示范。 (这里的约定是任何根都有一个parent_id = NULL;另一个约定可能是parent_id = id; YMMV)

set search_path='tmp';

DROP TABLE categories;
CREATE TABLE categories
  ( id INTEGER NOT NULL PRIMARY KEY
  , parent_id INTEGER references categories(id)
  , zname text
  );

-- Generate some data
INSERT INTO categories (id) SELECT * FROM generate_series (1,33);
UPDATE categories SET parent_id = 1 + id/4 WHERE id > 1;
-- uncomment the next line (and comment the previous) if you want a forest.
-- UPDATE categories SET parent_id = 1 + id/4 WHERE id > 3;
UPDATE categories SET zname = 'Zzz'::text || id::text;


-- SELECT * FROM categories;

WITH RECURSIVE tr AS (
    SELECT ca0.id as root
    , ca0.parent_id AS parent_id
    , ca0.id AS id
    , ca0.zname AS zname
    FROM categories ca0
    WHERE ca0.parent_id IS NULL
    UNION
    SELECT tr.root as root
    , ca1.parent_id AS parent_id
    , ca1.id AS id
    , ca1.zname AS zname
    FROM categories ca1, tr
    WHERE ca1.parent_id = tr.id
    )
SELECT * FROM tr;

结果:

 root | parent_id | id | zname
------+-----------+----+-------
    1 |           |  1 | Zzz1
    1 |         1 |  2 | Zzz2
    1 |         1 |  3 | Zzz3
    1 |         2 |  4 | Zzz4
    1 |         2 |  5 | Zzz5
    1 |         2 |  6 | Zzz6
    1 |         2 |  7 | Zzz7
    1 |         3 |  8 | Zzz8
    1 |         3 |  9 | Zzz9
    1 |         3 | 10 | Zzz10
    1 |         3 | 11 | Zzz11
    1 |         4 | 12 | Zzz12
    1 |         4 | 13 | Zzz13
    1 |         4 | 14 | Zzz14
    1 |         4 | 15 | Zzz15
    1 |         5 | 16 | Zzz16
    1 |         5 | 17 | Zzz17
    1 |         5 | 18 | Zzz18
    1 |         5 | 19 | Zzz19
    1 |         6 | 20 | Zzz20
    1 |         6 | 21 | Zzz21
    1 |         6 | 22 | Zzz22
    1 |         6 | 23 | Zzz23
    1 |         7 | 24 | Zzz24
    1 |         7 | 25 | Zzz25
    1 |         7 | 26 | Zzz26
    1 |         7 | 27 | Zzz27
    1 |         8 | 28 | Zzz28
    1 |         8 | 29 | Zzz29
    1 |         8 | 30 | Zzz30
    1 |         8 | 31 | Zzz31
    1 |         9 | 32 | Zzz32
    1 |         9 | 33 | Zzz33
(33 rows)