From: | Torsten Förtsch <tfoertsch123(at)gmail(dot)com> |
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To: | pgsql-general <pgsql-general(at)lists(dot)postgresql(dot)org> |
Subject: | query plan |
Date: | 2023-11-17 20:00:20 |
Message-ID: | CAKkG4_kD_H0F81EX8585RQu99pMeUQ5Ra17-AX0o7ToZ2bMaOA@mail.gmail.com |
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Lists: | pgsql-general |
Hi,
This is part of a query plan:
Nested Loop Left Join (cost=26.32..47078866.36 rows=1344945195 width=626)
-> Nested Loop Left Join (cost=25.74..5312.48 rows=1344945195
width=608)
-> Nested Loop Left Join (cost=6.79..2876.77 rows=102 width=373)
-> Nested Loop Left Join (cost=1.90..1965.51 rows=102
width=361)
-> Bitmap Heap Scan on ... (cost=4.89..8.91 rows=2
width=28)
-> Hash Left Join (cost=18.95..42.61 rows=3 width=243)
-> Hash Left Join (cost=18.94..42.59 rows=3 width=203)
-> Hash (cost=0.00..0.00 rows=1 width=48)
-> Memoize (cost=0.58..4.59 rows=1 width=172)
What I don't understand is this. The left node of the join is expected to
return 102 rows. The right node 3. How can this result in >1e9 rows?
The query involved way further down a partitioned table with 2 partitions,
one pretty big in the 1e9 rows range, the other practically empty. The big
partition had been analyzed before. But the partitioned table and the empty
partition never. After analyzing them all was well.
I am just curious to understand how that number is calculated.
This is PG14.
Thanks.
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