Re: BUG #18682: Null grouping set with empty table returns a row contains null.
От | Tom Lane |
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Тема | Re: BUG #18682: Null grouping set with empty table returns a row contains null. |
Дата | |
Msg-id | 1730133.1730481123@sss.pgh.pa.us обсуждение исходный текст |
Ответ на | BUG #18682: Null grouping set with empty table returns a row contains null. (PG Bug reporting form <noreply@postgresql.org>) |
Список | pgsql-bugs |
PG Bug reporting form <noreply@postgresql.org> writes: > create table qt1 (c_bigint bigint,b bit(1)); > SELECT avg(qt1.c_bigint) as c1 FROM qt1 GROUP BY grouping sets(()); -- > returns one row > SELECT avg(qt1.c_bigint) as c1 FROM qt1 GROUP BY grouping sets((b)); -- > returns no rows > As one would intuitively expect, empty table should return no rows for empty > grouping set. Oracle also returns no rows As far as I can see, we conform to the SQL standard and Oracle doesn't (if it acts as you claim, which I didn't check). The standard says (in SQL:2021, this is 7.13 <group by clause> general rules 1 & 2): 1) If no <where clause> is specified, then let T be the result of the preceding <from clause>; otherwise, let T be the result of the preceding <where clause>. 2) Case: a) If there are no grouping columns, then the result of the <group by clause> is the grouped table consisting of T as its only group. b) Otherwise, the result of the <group by clause> is a partitioning of the rows of T into the minimum number of groups such that, for each grouping column of each group, no two values of that grouping column are distinct. (This wording is identical as far back as SQL99, btw, so there's nothing new here.) Per rule 2a, "grouping sets(())" will result in a single group, containing all the rows of T (even if that's zero rows). This is precisely analogous to what happens if you write an aggregate call without any GROUP BY: you will get one row out no matter what. Per rule 2b, "grouping sets((b))" will result in one group for each distinct value of "b" observed in the input; if the input is empty then that's no groups. regards, tom lane
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