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From: Tegiri Nenashi <TegiriNenashi@gmail.com>
Newsgroups: comp.databases.theory
Subject: Re: More on identifiers
Date: Fri, 5 Jun 2009 15:06:48 -0700 (PDT)
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On Jun 5, 2:25=A0am, "Walter Mitty" <wami...@verizon.net> wrote:
> "David BL" <davi...@iinet.net.au> wrote in message
>
> news:03132046-3fd2-4bb1-9e00-cd81ece451c2@h2g2000yqg.googlegroups.com...
>
>
>
> > Informally I think of abstract identifiers as "internal glue" within a
> > relational database. =A0A bit more formally, they are characterised as
> > identifiers that could be mapped bijectively to different values
> > throughout the database without changing the recorded information.
> > One would therefore hope that they aren't visible to end users.
>
> > I have wondered for some time whether abstract identifiers are only
> > needed within the confines of a flat relational model. =A0The following
> > hypothetical example is meant to cast some light on this question.
> > I'm hoping you'll see the underlying matters of principle and see how
> > it raises some interesting questions and ideas:
>
> > Let a cardboard box of items land on your desk and your task is to
> > record information about the items in a database. =A0In theory each ite=
m
> > is uniquely identified by its (x,y,z) position at any given epoch.
> > However, the idea is that the items are mixed up in the box and their
> > positions are irrelevant to the information that needs to be recorded.
>
> > The items are not labelled. =A0The idea is to uniquely identify them
> > (only) by their observable properties. =A0This is indeed assumed to be
> > an important integrity constraint to be enforced by the DBMS. =A0Note a=
s
> > well that it would be upsetting (and potentially very costly or
> > impractical) if the database system forces items to be labelled when
> > there shouldn't be a need to.
>
> Consider two electrons. =A0They both have the same mass, and they have th=
e
> same charge. =A0They might have opposite spins. =A0But the minute we add =
a third
> electron, the spin of two of them is going to be identical. =A0

Is there anything QM specific about it? Consider 3 coins on the table.
2 of them have identical states (head-head or tail-tail)
