RE: speeding up planning with partitions - Mailing list pgsql-hackers

From Imai, Yoshikazu
Subject RE: speeding up planning with partitions
Date
Msg-id 0F97FA9ABBDBE54F91744A9B37151A5125A7BD@g01jpexmbkw24
Whole thread Raw
In response to Re: speeding up planning with partitions  (Amit Langote <Langote_Amit_f8@lab.ntt.co.jp>)
Responses RE: speeding up planning with partitions  ("Imai, Yoshikazu" <imai.yoshikazu@jp.fujitsu.com>)
Re: speeding up planning with partitions  (Amit Langote <Langote_Amit_f8@lab.ntt.co.jp>)
List pgsql-hackers
On Wed, Jan 23, 2019 at 1:35 AM, Amit Langote wrote:
> Rebased due to the heap_open/close() -> table_open/close() change.

Maybe there are not many things I can point out through reviewing the patch, so I ran the performance test against v17
patchesinstead of reviewing codes.
 
There are already a lot of tests about partition pruning case and we confirmed performance improves in those cases. In
thistime, I tested about accessing all partitions case.
 

I tested with master, master + 0001, master + 0001 + 0002, ..., master + 0001 + 0002 + 0003 + 0004.
I ran pgbench 3 times in each test case and below results are average of those.

[postgresql.conf]
max_parallel_workers = 0
max_parallel_workers_per_gather = 0

[partition table definitions(8192 partitions case)]
create table rt (a int, b int, c int) partition by range (a)
create table rt_1 partition of rt for values from (1) to (2);
...
create table rt_8192 partition of rt for values from (8191) to (8192);

[pgbench commands]
pgbench -n -f update.sql -T 30 postgres

[update.sql(updating partkey case)]
update rt set a = 1;

[update.sql(updating non-partkey case)]
update rt set b = 1;

[results]
updating partkey case:

part-num  master     0001     0002     0003     0004
1        8215.34  7924.99  7931.15  8407.40  8475.65 
2        7137.49  7026.45  7128.84  7583.08  7593.73 
4        5880.54  5896.47  6014.82  6405.33  6398.71 
8        4222.96  4446.40  4518.54  4802.43  4785.82 
16       2634.91  2891.51  2946.99  3085.81  3087.91 
32        935.12  1125.28  1169.17  1199.44  1202.04 
64        352.37   405.27   417.09   425.78   424.53 
128       236.26   310.01   307.70   315.29   312.81 
256        65.36    86.84    87.67    84.39    89.27 
512        18.34    24.84    23.55    23.91    23.91 
1024        4.83     6.93     6.51     6.45     6.49 


updating non-partkey case:

part-num   master    0001     0002     0003      0004
1        8862.58  8421.49  8575.35  9843.71  10065.30   
2        7715.05  7575.78  7654.28  8800.84   8720.60   
4        6249.95  6321.32  6470.26  7278.14   7280.10   
8        4514.82  4730.48  4823.37  5382.93   5341.10   
16       2815.21  3123.27  3162.51  3422.36   3393.94   
32        968.45  1702.47  1722.38  1809.89   1799.88   
64        364.17   420.48   432.87   440.20    435.31   
128       119.94   148.77   150.47   152.18    143.35   
256        45.09    46.35    46.93    48.30     45.85   
512         8.74    10.59    10.23    10.27     10.13   
1024        2.28     2.60     2.56     2.57      2.51   


Looking at the results, if we only apply 0001 or 0001 + 0002 and if number of partition is few like 1 or 2, performance
degradescompare to master(A maximum reduction is about 5%, which is 8863->8421).
 
In all other cases, performance improves compare to master.

--
Yoshikazu Imai


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