postgresql/doc/TODO.detail/qsort
2006-03-02 19:21:05 +00:00

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To: Gary Doades <gpd@gpdnet.co.uk>
cc: pgsql-performance@postgresql.org
Subject: Re: [PERFORM] Strange Create Index behaviour
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Comments: In-reply-to Tom Lane <tgl@sss.pgh.pa.us>
message dated "Wed, 15 Feb 2006 15:56:08 -0500"
Date: Wed, 15 Feb 2006 16:27:54 -0500
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From: Tom Lane <tgl@sss.pgh.pa.us>
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I wrote:
> Interesting. I tried your test script and got fairly close times
> for all the cases on two different machines:
> old HPUX machine: shortest 5800 msec, longest 7960 msec
> new Fedora 4 machine: shortest 461 msec, longest 608 msec
> So what this looks like to me is a corner case that FreeBSD's qsort
> fails to handle well.
I tried forcing PG to use src/port/qsort.c on the Fedora machine,
and lo and behold:
new Fedora 4 machine: shortest 434 msec, longest 8530 msec
So it sure looks like this script does expose a problem on BSD-derived
qsorts. Curiously, the case that's much the worst for me is the third
in the script, while the shortest time is the first case, which was slow
for Gary. So I'd venture that the *BSD code has been tweaked somewhere
along the way, in a manner that moves the problem around without really
fixing it. (Anyone want to compare the actual FreeBSD source to what
we have?)
This is pretty relevant stuff, because there was a thread recently
advocating that we stop using the platform qsort on all platforms:
http://archives.postgresql.org/pgsql-hackers/2005-12/msg00610.php
It's really interesting to see a case where port/qsort is radically
worse than other qsorts ... unless we figure that out and fix it,
I think the idea of using port/qsort everywhere has just taken a
major hit.
regards, tom lane
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To: Gary Doades <gpd@gpdnet.co.uk>
cc: pgsql-performance@postgresql.org, pgsql-hackers@postgresql.org
Subject: qsort again (was Re: [PERFORM] Strange Create Index behaviour)
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Comments: In-reply-to Gary Doades <gpd@gpdnet.co.uk>
message dated "Wed, 15 Feb 2006 21:34:11 +0000"
Date: Wed, 15 Feb 2006 18:28:29 -0500
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From: Tom Lane <tgl@sss.pgh.pa.us>
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Gary Doades <gpd@gpdnet.co.uk> writes:
> If I run the script again, it is not always the first case that is slow,
> it varies from run to run, which is why I repeated it quite a few times
> for the test.
For some reason I hadn't immediately twigged to the fact that your test
script is just N repetitions of the exact same structure with random data.
So it's not so surprising that you get random variations in behavior
with different test data sets.
I did some experimentation comparing the qsort from Fedora Core 4
(glibc-2.3.5-10.3) with our src/port/qsort.c. For those who weren't
following the pgsql-performance thread, the test case is just this
repeated a lot of times:
create table atest(i int4, r int4);
insert into atest (i,r) select generate_series(1,100000), 0;
insert into atest (i,r) select generate_series(1,100000), random()*100000;
\timing
create index idx on atest(r);
\timing
drop table atest;
I did this 100 times and sorted the reported runtimes. (Investigation
with trace_sort = on confirms that the runtime is almost entirely spent
in qsort() called from our performsort --- the Postgres overhead is
about 100msec on this machine.) Results are below.
It seems clear that our qsort.c is doing a pretty awful job of picking
qsort pivots, while glibc is mostly managing not to make that mistake.
I haven't looked at the glibc code yet to see what they are doing
differently.
I'd say this puts a considerable damper on my enthusiasm for using our
qsort all the time, as was recently debated in this thread:
http://archives.postgresql.org/pgsql-hackers/2005-12/msg00610.php
We need to fix our qsort.c before pushing ahead with that idea.
regards, tom lane
100 runtimes for glibc qsort, sorted ascending:
Time: 459.860 ms
Time: 460.209 ms
Time: 460.704 ms
Time: 461.317 ms
Time: 461.538 ms
Time: 461.652 ms
Time: 461.988 ms
Time: 462.573 ms
Time: 462.638 ms
Time: 462.716 ms
Time: 462.917 ms
Time: 463.219 ms
Time: 463.455 ms
Time: 463.650 ms
Time: 463.723 ms
Time: 463.737 ms
Time: 463.750 ms
Time: 463.852 ms
Time: 463.964 ms
Time: 463.988 ms
Time: 464.003 ms
Time: 464.135 ms
Time: 464.372 ms
Time: 464.458 ms
Time: 464.496 ms
Time: 464.551 ms
Time: 464.599 ms
Time: 464.655 ms
Time: 464.656 ms
Time: 464.722 ms
Time: 464.814 ms
Time: 464.827 ms
Time: 464.878 ms
Time: 464.899 ms
Time: 464.905 ms
Time: 464.987 ms
Time: 465.055 ms
Time: 465.138 ms
Time: 465.159 ms
Time: 465.194 ms
Time: 465.310 ms
Time: 465.316 ms
Time: 465.375 ms
Time: 465.450 ms
Time: 465.535 ms
Time: 465.595 ms
Time: 465.680 ms
Time: 465.769 ms
Time: 465.865 ms
Time: 465.892 ms
Time: 465.903 ms
Time: 466.003 ms
Time: 466.154 ms
Time: 466.164 ms
Time: 466.203 ms
Time: 466.305 ms
Time: 466.344 ms
Time: 466.364 ms
Time: 466.388 ms
Time: 466.502 ms
Time: 466.593 ms
Time: 466.725 ms
Time: 466.794 ms
Time: 466.798 ms
Time: 466.904 ms
Time: 466.971 ms
Time: 466.997 ms
Time: 467.122 ms
Time: 467.146 ms
Time: 467.221 ms
Time: 467.224 ms
Time: 467.244 ms
Time: 467.277 ms
Time: 467.587 ms
Time: 468.142 ms
Time: 468.207 ms
Time: 468.237 ms
Time: 468.471 ms
Time: 468.663 ms
Time: 468.700 ms
Time: 469.235 ms
Time: 469.840 ms
Time: 470.472 ms
Time: 471.140 ms
Time: 472.811 ms
Time: 472.959 ms
Time: 474.858 ms
Time: 477.210 ms
Time: 479.571 ms
Time: 479.671 ms
Time: 482.797 ms
Time: 488.852 ms
Time: 514.639 ms
Time: 529.287 ms
Time: 612.185 ms
Time: 660.748 ms
Time: 742.227 ms
Time: 866.814 ms
Time: 1234.848 ms
Time: 1267.398 ms
100 runtimes for port/qsort.c, sorted ascending:
Time: 418.905 ms
Time: 420.611 ms
Time: 420.764 ms
Time: 420.904 ms
Time: 421.706 ms
Time: 422.466 ms
Time: 422.627 ms
Time: 423.189 ms
Time: 423.302 ms
Time: 425.096 ms
Time: 425.731 ms
Time: 425.851 ms
Time: 427.253 ms
Time: 430.113 ms
Time: 432.756 ms
Time: 432.963 ms
Time: 440.502 ms
Time: 440.640 ms
Time: 450.452 ms
Time: 458.143 ms
Time: 459.212 ms
Time: 467.706 ms
Time: 468.006 ms
Time: 468.574 ms
Time: 470.003 ms
Time: 472.313 ms
Time: 483.622 ms
Time: 492.395 ms
Time: 509.564 ms
Time: 531.037 ms
Time: 533.366 ms
Time: 535.610 ms
Time: 575.523 ms
Time: 582.688 ms
Time: 593.545 ms
Time: 647.364 ms
Time: 660.612 ms
Time: 677.312 ms
Time: 680.288 ms
Time: 697.626 ms
Time: 833.066 ms
Time: 834.511 ms
Time: 851.819 ms
Time: 920.443 ms
Time: 926.731 ms
Time: 954.289 ms
Time: 1045.214 ms
Time: 1059.200 ms
Time: 1062.328 ms
Time: 1136.018 ms
Time: 1260.091 ms
Time: 1276.883 ms
Time: 1319.351 ms
Time: 1438.854 ms
Time: 1475.457 ms
Time: 1538.211 ms
Time: 1549.004 ms
Time: 1744.642 ms
Time: 1771.258 ms
Time: 1959.530 ms
Time: 2300.140 ms
Time: 2589.641 ms
Time: 2612.780 ms
Time: 3100.024 ms
Time: 3284.125 ms
Time: 3379.792 ms
Time: 3750.278 ms
Time: 4302.278 ms
Time: 4780.624 ms
Time: 5000.056 ms
Time: 5092.604 ms
Time: 5168.722 ms
Time: 5292.941 ms
Time: 5895.964 ms
Time: 7003.164 ms
Time: 7099.449 ms
Time: 7115.083 ms
Time: 7384.940 ms
Time: 8214.010 ms
Time: 8700.771 ms
Time: 9331.225 ms
Time: 10503.360 ms
Time: 12496.026 ms
Time: 12982.474 ms
Time: 15192.390 ms
Time: 15392.161 ms
Time: 15958.295 ms
Time: 18375.693 ms
Time: 18617.706 ms
Time: 18927.515 ms
Time: 19898.018 ms
Time: 20865.979 ms
Time: 21000.907 ms
Time: 21297.585 ms
Time: 21714.518 ms
Time: 25423.235 ms
Time: 27543.052 ms
Time: 28314.182 ms
Time: 29400.278 ms
Time: 34142.534 ms
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From pgsql-hackers-owner+M79733@postgresql.org Wed Feb 15 20:22:07 2006
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To: Ron <rjpeace@earthlink.net>
cc: pgsql-performance@postgresql.org, pgsql-hackers@postgresql.org
Subject: Re: [HACKERS] qsort again (was Re: [PERFORM] Strange Create Index behaviour)
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Comments: In-reply-to Ron <rjpeace@earthlink.net>
message dated "Wed, 15 Feb 2006 19:57:51 -0500"
Date: Wed, 15 Feb 2006 20:21:33 -0500
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From: Tom Lane <tgl@sss.pgh.pa.us>
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Ron <rjpeace@earthlink.net> writes:
> How are we choosing our pivots?
See qsort.c: it looks like median of nine equally spaced inputs (ie,
the 1/8th points of the initial input array, plus the end points),
implemented as two rounds of median-of-three choices. With half of the
data inputs zero, it's not too improbable for two out of the three
samples to be zeroes in which case I think the med3 result will be zero
--- so choosing a pivot of zero is much more probable than one would
like, and doing so in many levels of recursion causes the problem.
I think. I'm not too sure if the code isn't just being sloppy about the
case where many data values are equal to the pivot --- there's a special
case there to switch to insertion sort, and maybe that's getting invoked
too soon. It'd be useful to get a line-level profile of the behavior of
this code in the slow cases...
regards, tom lane
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Subject: Re: [HACKERS] qsort again (was Re: [PERFORM] Strange Create Index behaviour)
Date: Wed, 15 Feb 2006 17:37:58 -0800
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Thread-Topic: [HACKERS] qsort again (was Re: [PERFORM] Strange Create Index behaviour)
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From: "Dann Corbit" <DCorbit@connx.com>
To: "Tom Lane" <tgl@sss.pgh.pa.us>, "Ron" <rjpeace@earthlink.net>
cc: <pgsql-performance@postgresql.org>, <pgsql-hackers@postgresql.org>
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Status: ORr
> -----Original Message-----
> From: pgsql-hackers-owner@postgresql.org [mailto:pgsql-hackers-
> owner@postgresql.org] On Behalf Of Tom Lane
> Sent: Wednesday, February 15, 2006 5:22 PM
> To: Ron
> Cc: pgsql-performance@postgresql.org; pgsql-hackers@postgresql.org
> Subject: Re: [HACKERS] qsort again (was Re: [PERFORM] Strange Create
Index
> behaviour)
>
> Ron <rjpeace@earthlink.net> writes:
> > How are we choosing our pivots?
>
> See qsort.c: it looks like median of nine equally spaced inputs (ie,
> the 1/8th points of the initial input array, plus the end points),
> implemented as two rounds of median-of-three choices. With half of
the
> data inputs zero, it's not too improbable for two out of the three
> samples to be zeroes in which case I think the med3 result will be
zero
> --- so choosing a pivot of zero is much more probable than one would
> like, and doing so in many levels of recursion causes the problem.
Adding some randomness to the selection of the pivot is a known
technique to fix the oddball partitions problem. However, Bentley and
Sedgewick proved that every quick sort algorithm has some input set that
makes it go quadratic (hence the recent popularity of introspective
sort, which switches to heapsort if quadratic behavior is detected. The
C++ template I submitted was an example of introspective sort, but
PostgreSQL does not use C++ so it was not helpful).
> I think. I'm not too sure if the code isn't just being sloppy about
the
> case where many data values are equal to the pivot --- there's a
special
> case there to switch to insertion sort, and maybe that's getting
invoked
> too soon.
Here are some cases known to make qsort go quadratic:
1. Data already sorted
2. Data reverse sorted
3. Data organ-pipe sorted or ramp
4. Almost all data of the same value
There are probably other cases. Randomizing the pivot helps some, as
does check for in-order or reverse order partitions.
Imagine if 1/3 of the partitions fall into a category that causes
quadratic behavior (have one of the above formats and have more than
CUTOFF elements in them).
It is doubtful that the switch to insertion sort is causing any sort of
problems. It is only going to be invoked on tiny sets, for which it has
a fixed cost that is probably less that qsort() function calls on sets
of the same size.
>It'd be useful to get a line-level profile of the behavior of
> this code in the slow cases...
I guess that my in-order or presorted tests [which often arise when
there are very few distinct values] may solve the bad partition
problems. Don't forget that the algorithm is called recursively.
> regards, tom lane
>
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From: Martijn van Oosterhout <kleptog@svana.org>
To: Dann Corbit <DCorbit@connx.com>
cc: Tom Lane <tgl@sss.pgh.pa.us>, Qingqing Zhou <zhouqq@cs.toronto.edu>,
Bruce Momjian <pgman@candle.pha.pa.us>,
Luke Lonergan <llonergan@greenplum.com>, Neil Conway <neilc@samurai.com>,
pgsql-hackers@postgresql.org
Subject: Re: [HACKERS] Re: Which qsort is used
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On Fri, Dec 16, 2005 at 10:43:58PM -0800, Dann Corbit wrote:
> I am actually quite impressed with the excellence of Bentley's sort out
> of the box. It's definitely the best library implementation of a sort I
> have seen.
I'm not sure whether we have a conclusion here, but I do have one
question: is there a significant difference in the number of times the
comparison routines are called? Comparisons in PostgreSQL are fairly
expensive given the fmgr overhead and when comparing tuples it's even
worse.
We don't want to accedently pick a routine that saves data shuffling by
adding extra comparisons. The stats at [1] don't say. They try to
factor in CPU cost but they seem to use unrealistically small values. I
would think a number around 50 (or higher) would be more
representative.
[1] http://www.cs.toronto.edu/~zhouqq/postgresql/sort/sort.html
Have a nice day,
--=20
Martijn van Oosterhout <kleptog@svana.org> http://svana.org/kleptog/
> Patent. n. Genius is 5% inspiration and 95% perspiration. A patent is a
> tool for doing 5% of the work and then sitting around waiting for someone
> else to do the other 95% so you can sue them.
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From: Manfred Koizar <mkoi-pg@aon.at>
To: Tom Lane <tgl@sss.pgh.pa.us>
cc: "Dann Corbit" <DCorbit@connx.com>, "Qingqing Zhou" <zhouqq@cs.toronto.edu>,
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Subject: Re: [HACKERS] Re: Which qsort is used
Date: Thu, 22 Dec 2005 01:43:34 +0100
Message-ID: <odqjq1tv6cb77ri4df0aehqal8o0ljtkar@4ax.com>
References: <D425483C2C5C9F49B5B7A41F8944154757D386@postal.corporate.connx.com> <3148.1134795805@sss.pgh.pa.us>
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On Sat, 17 Dec 2005 00:03:25 -0500, Tom Lane <tgl@sss.pgh.pa.us>
wrote:
>I've still got a problem with these checks; I think they are a net
>waste of cycles on average. [...]
> and when they fail, those cycles are entirely wasted;
>you have not advanced the state of the sort at all.
How can we make the initial check "adavance the state of the sort"?
One answer might be to exclude the sorted sequence at the start of the
array from the qsort, and merge the two sorted lists as the final
stage of the sort.
Qsorting N elements costs O(N*lnN), so excluding H elements from the
sort reduces the cost by at least O(H*lnN). The merge step costs O(N)
plus some (<=50%) more memory, unless someone knows a fast in-place
merge. So depending on the constant factors involved there might be a
usable solution.
I've been playing with some numbers and assuming the constant factors
to be equal for all the O()'s this method starts to pay off at
H for N
20 100
130 1000
8000 100000
Servus
Manfred
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From: Martijn van Oosterhout <kleptog@svana.org>
To: Manfred Koizar <mkoi-pg@aon.at>
cc: Tom Lane <tgl@sss.pgh.pa.us>, Dann Corbit <DCorbit@connx.com>,
Qingqing Zhou <zhouqq@cs.toronto.edu>,
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Subject: Re: [HACKERS] Re: Which qsort is used
Message-ID: <20051222070057.GA21783@svana.org>
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On Thu, Dec 22, 2005 at 01:43:34AM +0100, Manfred Koizar wrote:
> Qsorting N elements costs O(N*lnN), so excluding H elements from the
> sort reduces the cost by at least O(H*lnN). The merge step costs O(N)
> plus some (<=3D50%) more memory, unless someone knows a fast in-place
> merge. So depending on the constant factors involved there might be a
> usable solution.
But where are you including the cost to check how many cells are
already sorted? That would be O(H), right? This is where we come back
to the issue that comparisons in PostgreSQL are expensive. The cpu_cost
in the tests I saw so far is unrealistically low.
> I've been playing with some numbers and assuming the constant factors
> to be equal for all the O()'s this method starts to pay off at
> H for N
> 20 100 20%
> 130 1000 13%
> 8000 100000 8%
Hmm, what are the chances you have 100000 unordered items to sort and
that the first 8% will already be in order. ISTM that that probability
will be close enough to zero to not matter...
Have a nice day,
--=20
Martijn van Oosterhout <kleptog@svana.org> http://svana.org/kleptog/
> Patent. n. Genius is 5% inspiration and 95% perspiration. A patent is a
> tool for doing 5% of the work and then sitting around waiting for someone
> else to do the other 95% so you can sue them.
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From: Manfred Koizar <mkoi-pg@aon.at>
To: Martijn van Oosterhout <kleptog@svana.org>
cc: Tom Lane <tgl@sss.pgh.pa.us>, Dann Corbit <DCorbit@connx.com>,
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Subject: Re: [HACKERS] Re: Which qsort is used
Date: Thu, 22 Dec 2005 22:58:31 +0100
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On Thu, 22 Dec 2005 08:01:00 +0100, Martijn van Oosterhout
<kleptog@svana.org> wrote:
>But where are you including the cost to check how many cells are
>already sorted? That would be O(H), right?
Yes. I didn't mention it, because H < N.
> This is where we come back
>to the issue that comparisons in PostgreSQL are expensive.
So we agree that we should try to reduce the number of comparisons.
How many comparisons does it take to sort 100000 items? 1.5 million?
>Hmm, what are the chances you have 100000 unordered items to sort and
>that the first 8% will already be in order. ISTM that that probability
>will be close enough to zero to not matter...
If the items are totally unordered, the check is so cheap you won't
even notice. OTOH in Tom's example ...
|What I think is much more probable in the Postgres environment
|is almost-but-not-quite-ordered inputs --- eg, a table that was
|perfectly ordered by key when filled, but some of the tuples have since
|been moved by UPDATEs.
... I'd not be surprised if H is 90% of N.
Servus
Manfred
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From DCorbit@connx.com Thu Dec 22 17:22:03 2005
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From: "Dann Corbit" <DCorbit@connx.com>
To: "Manfred Koizar" <mkoi-pg@aon.at>,
"Martijn van Oosterhout" <kleptog@svana.org>
cc: "Tom Lane" <tgl@sss.pgh.pa.us>, "Qingqing Zhou" <zhouqq@cs.toronto.edu>,
"Bruce Momjian" <pgman@candle.pha.pa.us>,
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Status: OR
An interesting article on sorting and comparison count:
http://www.acm.org/jea/ARTICLES/Vol7Nbr5.pdf
Here is the article, the code, and an implementation that I have been
toying with:
http://cap.connx.com/chess-engines/new-approach/algos.zip
Algorithm quickheap is especially interesting because it does not
require much additional space (just an array of integers up to size
log(element_count) and in addition, it has very few data movements.
> -----Original Message-----
> From: Manfred Koizar [mailto:mkoi-pg@aon.at]
> Sent: Thursday, December 22, 2005 1:59 PM
> To: Martijn van Oosterhout
> Cc: Tom Lane; Dann Corbit; Qingqing Zhou; Bruce Momjian; Luke
Lonergan;
> Neil Conway; pgsql-hackers@postgresql.org
> Subject: Re: [HACKERS] Re: Which qsort is used
>
> On Thu, 22 Dec 2005 08:01:00 +0100, Martijn van Oosterhout
> <kleptog@svana.org> wrote:
> >But where are you including the cost to check how many cells are
> >already sorted? That would be O(H), right?
>
> Yes. I didn't mention it, because H < N.
>
> > This is where we come back
> >to the issue that comparisons in PostgreSQL are expensive.
>
> So we agree that we should try to reduce the number of comparisons.
> How many comparisons does it take to sort 100000 items? 1.5 million?
>
> >Hmm, what are the chances you have 100000 unordered items to sort and
> >that the first 8% will already be in order. ISTM that that
probability
> >will be close enough to zero to not matter...
>
> If the items are totally unordered, the check is so cheap you won't
> even notice. OTOH in Tom's example ...
>
> |What I think is much more probable in the Postgres environment
> |is almost-but-not-quite-ordered inputs --- eg, a table that was
> |perfectly ordered by key when filled, but some of the tuples have
since
> |been moved by UPDATEs.
>
> ... I'd not be surprised if H is 90% of N.
> Servus
> Manfred
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Subject: Re: Re: Which qsort is used
From: "Luke Lonergan" <llonergan@greenplum.com>
To: "Martijn van Oosterhout" <kleptog@svana.org>,
"Dann Corbit" <DCorbit@connx.com>
cc: "Tom Lane" <tgl@sss.pgh.pa.us>,
"Qingqing Zhou" <zhouqq@cs.toronto.edu>,
"Bruce Momjian" <pgman@candle.pha.pa.us>,
"Neil Conway" <neilc@samurai.com>,
pgsql-hackers@postgresql.org
Message-ID: <BFCC2FAC.16CC0%llonergan@greenplum.com>
Thread-Topic: [HACKERS] Re: Which qsort is used
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In-Reply-To: <20051219113724.GD12251@svana.org>
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Martin,
On 12/19/05 3:37 AM, "Martijn van Oosterhout" <kleptog@svana.org> wrote:
> I'm not sure whether we have a conclusion here, but I do have one
> question: is there a significant difference in the number of times the
> comparison routines are called? Comparisons in PostgreSQL are fairly
> expensive given the fmgr overhead and when comparing tuples it's even
> worse.
It would be interesting to note the comparison count of the different
routines.
Something that really grabbed me about the results though is that the
relative performance of the routines dramatically shifted when the indirect
references in the comparators went in. The first test I did sorted an array
of int4 - these tests that Qingqing did sorted arrays using an indirect
pointer list, at which point the same distributions performed very
differently.
I suspect that it is the number of comparisons that caused this, and further
that the indirection has disabled the compiler optimizations for memory
prefetch and other things that it could normally recognize. Given the usage
pattern in Postgres, where sorted things are a mix of strings and intrinsic
types, I'm not sure those optimizations could be done by one routine.
I haven't verified this, but it certainly seems that the NetBSD routine is
the overall winner for the type of use that Postgres has (sorting the using
a pointer list).
- Luke