Seems to be still the case, among the mainstream database products.Quote:> Hugh LaMaster writes:
> With 30K records, you are dealing
> |> with blobs outside the normal record structure; you can run greater
> |> risks.
> Is there a "correct" way to deal with this problem yet? It can show
> up in surprisingly simple DBMS applications, such as where you want to
> search through a bunch of trouble calls for matches to a particular
> problem. 1-2 years ago, when I inquired to this newsgroup, there was
> no RDBMS that could handle text searches efficiently. (Efficiently,
> that is, compared to a text processing/retrieval system.) Is this still
> the case?
You might have some luck with middle-users (as opposed to end-users)
such as those providing db's for, say, the publishing industry ---
a wonderful source of solutions to problems that I, thank goodness,
seldom see (think about how you store the articles and pictures in
a magazine; this ad must NOT be near *that* ad, etc.) And, if you
REALLY want to see the leading edge in OODB technology and really
awesome record size and relationship problems, take a peek at
where office automation systems are going (no, I'm being serious).
I agree, though, that really usable blobs would find instant use.
We started off trying to move our E-Mail/CIM system into a standard
SQL database. Turned out to be more hassle than the old system, which
created (compressed) files in a standard unix directory and stored
the filenames in the database; directories could be nested within
directories; links could be made for multiple copies; etc.
The standard database, with 1970's technology for locking, journalling
and space management isn't a very promising engine for such applications.
Pardon me: one exception: Revelation. With 1-64kb records as part of
the basic file system,and extremely flexible dictionaries, AREV
can probably handle just about anything you'd like to put on a PC
or a LAN. But that's a rather limited domain.
--
or uunet!van-bc!rsoft!mindlink!Mischa_Sandberg
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Engineers think equations are an approximation of reality.
Physicists think reality is an approximation of the equations.
Mathematicians never make the connection.