When I have a column with separated values, I can use the unnest()
function:
myTable
id | elements
---+------------
1 |ab,cd,efg,hi
2 |jk,lm,no,pq
3 |rstuv,wxyz
select id, unnest(string_to_array(elements, ',')) AS elem
from myTable
id | elem
---+-----
1 | ab
1 | cd
1 | efg
1 | hi
2 | jk
...
How can I include element numbers? I.e.:
id | elem | nr
---+------+---
1 | ab | 1
1 | cd | 2
1 | efg | 3
1 | hi | 4
2 | jk | 1
...
I want the original position of each element in the source string. I've tried with window functions (row_number()
, rank()
etc.) but I always get 1
. Maybe because they are in the same row of the source table?
I know it's a bad table design. It's not mine, I'm just trying to fix it.
Use WITH ORDINALITY
for set-returning functions:
When a function in the
FROM
clause is suffixed byWITH ORDINALITY
, abigint
column is appended to the output which starts from 1 and increments by 1 for each row of the function's output. This is most useful in the case of set returning functions such asunnest()
.
In combination with the LATERAL
feature in pg 9.3+, and according to this thread on pgsql-hackers, the above query can now be written as:
SELECT t.id, a.elem, a.nr
FROM tbl AS t
LEFT JOIN LATERAL unnest(string_to_array(t.elements, ','))
WITH ORDINALITY AS a(elem, nr) ON TRUE;
LEFT JOIN ... ON TRUE
preserves all rows in the left table, even if the table expression to the right returns no rows. If that's of no concern you can use this otherwise equivalent, less verbose form with an implicit CROSS JOIN LATERAL
:
SELECT t.id, a.elem, a.nr
FROM tbl t, unnest(string_to_array(t.elements, ',')) WITH ORDINALITY a(elem, nr);
Or simpler if based off an actual array (arr
being an array column):
SELECT t.id, a.elem, a.nr
FROM tbl t, unnest(t.arr) WITH ORDINALITY a(elem, nr);
Or even, with minimal syntax:
SELECT id, a, ordinality
FROM tbl, unnest(arr) WITH ORDINALITY a;
a
is automatically table and column alias. The default name of the added ordinality column is ordinality
. But it's better (safer, cleaner) to add explicit column aliases and table-qualify columns.
With row_number() OVER (PARTITION BY id ORDER BY elem)
you get numbers according to the sort order, not the ordinal number of the original ordinal position in the string.
You can simply omit ORDER BY
:
SELECT *, row_number() OVER (PARTITION by id) AS nr
FROM (SELECT id, regexp_split_to_table(elements, ',') AS elem FROM tbl) t;
While this normally works and I have never seen it fail in simple queries, PostgreSQL asserts nothing concerning the order of rows without ORDER BY
. It happens to work due to an implementation detail.
To guarantee ordinal numbers of elements in the blank-separated string:
SELECT id, arr[nr] AS elem, nr
FROM (
SELECT *, generate_subscripts(arr, 1) AS nr
FROM (SELECT id, string_to_array(elements, ' ') AS arr FROM tbl) t
) sub;
Or simpler if based off an actual array:
SELECT id, arr[nr] AS elem, nr
FROM (SELECT *, generate_subscripts(arr, 1) AS nr FROM tbl) t;
Related answer on dba.SE:
None of these features are available, yet: RETURNS TABLE
, generate_subscripts()
, unnest()
, array_length()
. But this works:
CREATE FUNCTION f_unnest_ord(anyarray, OUT val anyelement, OUT ordinality integer)
RETURNS SETOF record
LANGUAGE sql IMMUTABLE AS
'SELECT $1[i], i - array_lower($1,1) + 1
FROM generate_series(array_lower($1,1), array_upper($1,1)) i';
Note in particular, that the array index can differ from ordinal positions of elements. Consider this demo with an extended function:
CREATE FUNCTION f_unnest_ord_idx(anyarray, OUT val anyelement, OUT ordinality int, OUT idx int)
RETURNS SETOF record
LANGUAGE sql IMMUTABLE AS
'SELECT $1[i], i - array_lower($1,1) + 1, i
FROM generate_series(array_lower($1,1), array_upper($1,1)) i';
SELECT id, arr, (rec).*
FROM (
SELECT *, f_unnest_ord_idx(arr) AS rec
FROM (VALUES (1, '{a,b,c}'::text[]) -- short for: '[1:3]={a,b,c}'
, (2, '[5:7]={a,b,c}')
, (3, '[-9:-7]={a,b,c}')
) t(id, arr)
) sub;
id | arr | val | ordinality | idx
----+-----------------+-----+------------+-----
1 | {a,b,c} | a | 1 | 1
1 | {a,b,c} | b | 2 | 2
1 | {a,b,c} | c | 3 | 3
2 | [5:7]={a,b,c} | a | 1 | 5
2 | [5:7]={a,b,c} | b | 2 | 6
2 | [5:7]={a,b,c} | c | 3 | 7
3 | [-9:-7]={a,b,c} | a | 1 | -9
3 | [-9:-7]={a,b,c} | b | 2 | -8
3 | [-9:-7]={a,b,c} | c | 3 | -7
Compare: