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From: "Mikito Harakiri" <mikharakiri@iahu.com>
Newsgroups: comp.databases.theory
References: <ba87a3cf.0310031052.77315052@posting.google.com> <3567017.1068124091@dbforums.com> <1b0b566c.0311070332.54a041e@posting.google.com> <64ea97cf.0311090213.38942cc@posting.google.com> <bdf69bdf.0311091120.14065bc5@posting.google.com> <fsGdnRimJ8RxWDOiRVn-gQ@golden.net> <bdf69bdf.0311092059.7fa5b13f@posting.google.com> <sZqdnURpMcikvzKi4p2dnA@golden.net> <_%7sb.173236$Fm2.151658@attbi_s04> <xaadncLRvLrBjCyiRVn-gw@golden.net>
Subject: Re: Is relational theory irrelevant? (was Re: Dreaming About Redesigning SQL)
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Date: Tue, 11 Nov 2003 10:45:34 -0800
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Xref: newssvr20.news.prodigy.com comp.databases.theory:22630

"Bob Badour" <bbadour@golden.net> wrote in message
news:xaadncLRvLrBjCyiRVn-gw@golden.net...
> Relations have no order. The ordered operand implies some conversion to a
> different type that is ordered, which then changes the logical model from
a
> "relational model" to a "relational and something else model".

...changes the model from a "relational model" to a "mathematical model".
Some think separating logic from the rest of the math is a good idea, while
some don't.

> Sorting is physical when dealing with an unordered logical structure and
may
> not even be required.

Ordering is legitimate mathematical construct. It is a question, though, if
one can have a simple algebra/calculus that would include ordering too.





