From: | Dennis Kaarsemaker <fake_adress(at)use-reply(dot)to> |
---|---|
To: | pgsql-sql(at)postgresql(dot)org |
Subject: | Re: Calculating with sql |
Date: | 2002-06-27 19:15:10 |
Message-ID: | affv8u.2co.1@kaarsemaker.nb.nu |
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Lists: | pgsql-sql |
Masaru Sugawara schreef:
>On Wed, 26 Jun 2002 22:18:07 +0200
>Dennis Kaarsemaker <fake_adress(at)use-reply(dot)to> wrote:
>
>> From a copy of the CDDB-database i want to select the artist & album that
>> has on average the longest tracks.
>>
>> But in the tracks table there is no such field as length, so i have to
>> calculate it. But when i try to do so it just gives me errors.
>>
>> This is the erroneous query i have made so far
>>
>> select albums.ARTIST, albums.TITLE from tracks,albums
>> where tracks.DISCID = albums.DISCID
>> group by tracks.DISCID
>> having(albums.LENGTH/count(tracks.TRACK)) =
>> (
>> select max(albums.LENGTH/count(tracks.TRACK)) from tracks,albums
>> where tracks.DISCID = albums.DISCID
>> group by tracks.DISCID
>> );
>>
>> What is the correct way of selecting the album?
>
>
>As for this query, some columns, AERIST, TITLE, and LENGTH, are lacking
>at the GROUP BY clauses. Probably, I would think a nearly correct one is
>something like the following.
>
>
>SELECT
> a1.ARTIST, a1.TITLE
>FROM
> (SELECT a0.DISCID, a0.ARTIST, a0.TITLE
> FROM tracks AS t0, albums AS a0
> WHERE t0.DISCID = a0.DISCID
> GROUP BY a0.DISCID, a0.ARTIST, a0.TITLE , a0.LENGTH
> HAVING a0.LENGTH /COUNT(t0.TRACK)
> = (SELECT max(mx.average)
> FROM (SELECT albums.DISCID,
> albums.LENGTH /COUNT(tracks.TRACK)
> AS average
> FROM tracks, albums
> WHERE tracks.DISCID = albums.DISCID
> GROUP BY albums.DISCID, albums.LENGTH
> ) AS mx
> )
> ) AS a1
>
>
>
>Regards,
>Masaru Sugawara
Thank you very much!
The qury gives no syntax errors now (except for a few 'as'es (which i now
have removed)
>---------------------------(end of broadcast)---------------------------
>TIP 6: Have you searched our list archives?
>
>http://archives.postgresql.org
No, but i'll certainly do, thanks again.
--
Dennis K.
~.. It is impossible to make anything foolproof,
.>>. because fools are so ingenious -Roger Berg-
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